-
davaidasha ft. NMN - End (Official Video)
Music video by davaidasha & NMN performing End #davaidasha #NMN #END #sspiritoj
► Stream & Download: https://davaidasha.lnk.to/end
Directed by blguneehiroshi
Produced by Ankhbayar Gantumur
DOP by Dulgnmrn
Line Producer Amaka
Production Assistant Pujefyd, Fruitybaachka
Production Co. sspiritoj
Follow davaidasha:
Apple Music - https://davaidasha.lnk.to/AppleMusic
Spotify - https://davaidasha.lnk.to/Spotify
Soundcloud - https://soundcloud.com/davaidasha
Facebook - https://facebook.com/polkondeer
Instagram https://instagram.com/davaidasha
Tik Tok - https://tiktok.com/@davaidasha
YouTube - https://davaidasha.lnk.to/YT-Sub
published: 27 Jul 2023
-
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
👉🏻 SUBSCRIBE to Times Music - https://bit.ly/tmchnl
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
Times Music presents the latest Punjabi song 'End,' by Amrit Maan, Dr. Zeus feat. Shortie aka Littlelox.
https://youtube.com/@timesmusicindia
Create your Reels - https://www.instagram.com/reels/audio/748191466168992/
Credits:
Singer, Composer & Lyricist: Amrit Maan
Female Singer: Jaya Rohilla
Featuring: Aveera Singh Masson
RAP: Shortie Littlelox
Music: Dr. Zeus
Concept screenplay & Director: YUG
DOP: Ricky
Editor & Colorist: Gobindpuriya
Makeup: Deep
Production: Vijay
Special Thanks: Jash & Jind Team B
Recorded Produced & Engineered @deezeemusic Studio: Birmingham by Dr. Zeus
Mastered by NAWEED @whitfieldmastering London
TV Partner: 9X Ta...
published: 20 Apr 2022
-
End
Provided to YouTube by Universal Music Group
End · Frank Ocean
channel ORANGE
℗ 2012 The Island Def Jam Music Group
Released on: 2012-01-01
Producer, Studio Personnel, Recording Engineer, Mixer: Malay
Producer, Studio Personnel, Mixer: Frank Ocean
Studio Personnel, Recording Engineer: Jeff Ellis
Associated Performer, Additional Vocals: Elizabeth Paige
Composer Lyricist: James Ho
Composer Lyricist: Lonnie Breaux
Auto-generated by YouTube.
published: 30 Oct 2018
-
davaidasha ft. NMN - End (AVEAN Remix)
davaidasha ft. NMN - End (AVEAN Remix)
https://open.spotify.com/track/6QVZ5w4H6wGBkefX19LmOf?si=59a4549c89c24a78
hope you like it! xD
Шинэ remix сонсоорой: https://youtu.be/_MSDRBHEUpI
Original song: https://www.youtube.com/watch?v=DO-orE2rOd0
Instagram: https://www.instagram.com/supershy___/
#davaidasha #NMN #END #sspiritoj #AVEAN #avean #Remix, #Originalsong
published: 09 Aug 2023
-
BREAKING: Did CNN Just END Kamala’s Campaign? Hear Liberal Network Slam Kamala Right Before Election
CNN turns on Kamala Harris in the eleventh hour.
SUBSCRIBE To My YOUTUBE Channel https://Youtube.com/TrishReganChannel for daily videos from the Trish Regan Show
SUBSCRIBE to my financial newsletter at https://76research.com - Use Code DOLLAR to get the $1 a month special price for https://76report.com
Help support the show and check out my MERCH! https://trishregan.shop/
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#trish #trishreganshow
published: 05 Nov 2024
-
Yaw Yazt - end
published: 20 Apr 2022
-
Djo - End Of Beginning (Lyrics)
Djo's - End of Beginning reflects change: 'You take the man out of the...In Chicago, another version of me'
Djo - End Of Beginning (Lyrics)
Stream "End Of Beginning" by Djo:
Follow Djo
https://www.instagram.com/djotime/
https://www.tiktok.com/@djo_time
https://twitter.com/djotime
https://www.facebook.com/Djokyri
Follow Dan Music
https://www.instagram.com/dan___music/
https://web.facebook.com/Danmusic4/
Lyrics:
Just one more tear to cry
One teardrop from my eye
You better save it for
The middle of the night
When things aren’t black and white
Enter, Troubadour:
“Remember 24?”
And when I’m back in Chicago, I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
This song has started now
And you're just finding out
Now isn’t that ...
published: 27 Feb 2024
-
THE END Official Trailer (2024)
First movie trailer for The end starring Tilda Swinton, Michael Shannon.
published: 04 Nov 2024
-
Linkin Park - In The End (Mellen Gi & Tommee Profitt Remix)
Tommee Profitt - In The End (Mellen Gi Remix) [Fleurie Cover]
🎧 Follow TrapMusicHD 🎧
Facebook: https://www.facebook.com/TrapMusicHD
Twitter: https://twitter.com/TrapMusicHD
Soundcloud: https://soundcloud.com/trapmusichd
Instagram: http://instagram.com/trapmusichdtv
VK: http://vk.com/trapmusichdtv
Snapchat: TrapMusicHD
Musical.ly: TrapMusicHD
💎 Follow Mellen Gi 💎
Instagram: instagram.com/mellen_gi
Soundcloud: https://soundcloud.com/mellen_gi
VK: https://vk.com/mellen_gi
💎 Follow Tommee Profitt 💎
Youtube: https://www.youtube.com/tommeeprofitt
Facebook: https://www.facebook.com/tommeeprofitt
Twitter: https://twitter.com/tommeeprofitt
Instagram: http://www.instagram.com/tommeeprofitt
💎 Follow Fleurie 💎
Youtube: https://goo.gl/wnW1hX
Facebook: https://www.facebook.com/fleuriemusic
Twitter: ...
published: 09 Oct 2018
-
Taylor Swift - End Game ft. Ed Sheeran, Future
►Exclusive Merch: https://store.taylorswift.com
►Follow Taylor Swift Online
Instagram: http://www.instagram.com/taylorswift
Facebook: http://www.facebook.com/taylorswift
Tumblr: http://taylorswift.tumblr.com
Twitter: http://www.twitter.com/taylorswift13
Website: http://www.taylorswift.com
►Follow Taylor Nation Online
Instagram: http://www.instagram.com/taylornation
Tumblr: http://taylornation.tumblr.com
Twitter: http://www.twitter.com/taylornation13
published: 12 Jan 2018
4:02
davaidasha ft. NMN - End (Official Video)
Music video by davaidasha & NMN performing End #davaidasha #NMN #END #sspiritoj
► Stream & Download: https://davaidasha.lnk.to/end
Directed by blguneehiroshi
...
Music video by davaidasha & NMN performing End #davaidasha #NMN #END #sspiritoj
► Stream & Download: https://davaidasha.lnk.to/end
Directed by blguneehiroshi
Produced by Ankhbayar Gantumur
DOP by Dulgnmrn
Line Producer Amaka
Production Assistant Pujefyd, Fruitybaachka
Production Co. sspiritoj
Follow davaidasha:
Apple Music - https://davaidasha.lnk.to/AppleMusic
Spotify - https://davaidasha.lnk.to/Spotify
Soundcloud - https://soundcloud.com/davaidasha
Facebook - https://facebook.com/polkondeer
Instagram https://instagram.com/davaidasha
Tik Tok - https://tiktok.com/@davaidasha
YouTube - https://davaidasha.lnk.to/YT-Sub
https://wn.com/Davaidasha_Ft._Nmn_End_(Official_Video)
Music video by davaidasha & NMN performing End #davaidasha #NMN #END #sspiritoj
► Stream & Download: https://davaidasha.lnk.to/end
Directed by blguneehiroshi
Produced by Ankhbayar Gantumur
DOP by Dulgnmrn
Line Producer Amaka
Production Assistant Pujefyd, Fruitybaachka
Production Co. sspiritoj
Follow davaidasha:
Apple Music - https://davaidasha.lnk.to/AppleMusic
Spotify - https://davaidasha.lnk.to/Spotify
Soundcloud - https://soundcloud.com/davaidasha
Facebook - https://facebook.com/polkondeer
Instagram https://instagram.com/davaidasha
Tik Tok - https://tiktok.com/@davaidasha
YouTube - https://davaidasha.lnk.to/YT-Sub
- published: 27 Jul 2023
- views: 7234413
3:21
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
👉🏻 SUBSCRIBE to Times Music - https://bit.ly/tmchnl
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
Times Musi...
👉🏻 SUBSCRIBE to Times Music - https://bit.ly/tmchnl
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
Times Music presents the latest Punjabi song 'End,' by Amrit Maan, Dr. Zeus feat. Shortie aka Littlelox.
https://youtube.com/@timesmusicindia
Create your Reels - https://www.instagram.com/reels/audio/748191466168992/
Credits:
Singer, Composer & Lyricist: Amrit Maan
Female Singer: Jaya Rohilla
Featuring: Aveera Singh Masson
RAP: Shortie Littlelox
Music: Dr. Zeus
Concept screenplay & Director: YUG
DOP: Ricky
Editor & Colorist: Gobindpuriya
Makeup: Deep
Production: Vijay
Special Thanks: Jash & Jind Team B
Recorded Produced & Engineered @deezeemusic Studio: Birmingham by Dr. Zeus
Mastered by NAWEED @whitfieldmastering London
TV Partner: 9X Tashan
A Film By: Level Up
YouTube Promotions: Being Digital
Instagram Reels Promotions: Boss Music Productions
Download / Stream on:
Gaana - https://bit.ly/3Oogek4
iTunes - https://apple.co/393Un14
Apple Music - https://apple.co/36uszlr
Wynk - https://wynk.in/u/IFApJ01Zt
JioSaavn - https://bit.ly/3xFGSi8
Amazon - https://amzn.to/3jWI60o
Spotify - https://spoti.fi/3jSiMJd
YouTube Music - https://bit.ly/3Oznnhw
Resso - https://m.resso.com/ZSdARbuvP/
BoomPlay - https://bit.ly/3uXHdet
Insta Reels - https://bit.ly/3EuMygu
For more updates:
Facebook: http://www.facebook.com/timesmusic
Instagram: https://www.instagram.com/timesmusichub/
Tweet us your favourite videos on: http://www.twitter.com/timesmusichub
Visit Our Website: http://www.timesmusic.com/
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https://wn.com/End_(Official_Video)_Amrit_Maan_|_Dr_Zeus_Ft._Shortie_Littlelox_|_New_Latest_Punjabi_Songs_2022
👉🏻 SUBSCRIBE to Times Music - https://bit.ly/tmchnl
END (Official Video) Amrit Maan | Dr Zeus ft. Shortie Littlelox | New Latest Punjabi Songs 2022
Times Music presents the latest Punjabi song 'End,' by Amrit Maan, Dr. Zeus feat. Shortie aka Littlelox.
https://youtube.com/@timesmusicindia
Create your Reels - https://www.instagram.com/reels/audio/748191466168992/
Credits:
Singer, Composer & Lyricist: Amrit Maan
Female Singer: Jaya Rohilla
Featuring: Aveera Singh Masson
RAP: Shortie Littlelox
Music: Dr. Zeus
Concept screenplay & Director: YUG
DOP: Ricky
Editor & Colorist: Gobindpuriya
Makeup: Deep
Production: Vijay
Special Thanks: Jash & Jind Team B
Recorded Produced & Engineered @deezeemusic Studio: Birmingham by Dr. Zeus
Mastered by NAWEED @whitfieldmastering London
TV Partner: 9X Tashan
A Film By: Level Up
YouTube Promotions: Being Digital
Instagram Reels Promotions: Boss Music Productions
Download / Stream on:
Gaana - https://bit.ly/3Oogek4
iTunes - https://apple.co/393Un14
Apple Music - https://apple.co/36uszlr
Wynk - https://wynk.in/u/IFApJ01Zt
JioSaavn - https://bit.ly/3xFGSi8
Amazon - https://amzn.to/3jWI60o
Spotify - https://spoti.fi/3jSiMJd
YouTube Music - https://bit.ly/3Oznnhw
Resso - https://m.resso.com/ZSdARbuvP/
BoomPlay - https://bit.ly/3uXHdet
Insta Reels - https://bit.ly/3EuMygu
For more updates:
Facebook: http://www.facebook.com/timesmusic
Instagram: https://www.instagram.com/timesmusichub/
Tweet us your favourite videos on: http://www.twitter.com/timesmusichub
Visit Our Website: http://www.timesmusic.com/
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- published: 20 Apr 2022
- views: 27950095
2:15
End
Provided to YouTube by Universal Music Group
End · Frank Ocean
channel ORANGE
℗ 2012 The Island Def Jam Music Group
Released on: 2012-01-01
Producer, Studi...
Provided to YouTube by Universal Music Group
End · Frank Ocean
channel ORANGE
℗ 2012 The Island Def Jam Music Group
Released on: 2012-01-01
Producer, Studio Personnel, Recording Engineer, Mixer: Malay
Producer, Studio Personnel, Mixer: Frank Ocean
Studio Personnel, Recording Engineer: Jeff Ellis
Associated Performer, Additional Vocals: Elizabeth Paige
Composer Lyricist: James Ho
Composer Lyricist: Lonnie Breaux
Auto-generated by YouTube.
https://wn.com/End
Provided to YouTube by Universal Music Group
End · Frank Ocean
channel ORANGE
℗ 2012 The Island Def Jam Music Group
Released on: 2012-01-01
Producer, Studio Personnel, Recording Engineer, Mixer: Malay
Producer, Studio Personnel, Mixer: Frank Ocean
Studio Personnel, Recording Engineer: Jeff Ellis
Associated Performer, Additional Vocals: Elizabeth Paige
Composer Lyricist: James Ho
Composer Lyricist: Lonnie Breaux
Auto-generated by YouTube.
- published: 30 Oct 2018
- views: 1272126
3:47
davaidasha ft. NMN - End (AVEAN Remix)
davaidasha ft. NMN - End (AVEAN Remix)
https://open.spotify.com/track/6QVZ5w4H6wGBkefX19LmOf?si=59a4549c89c24a78
hope you like it! xD
Шинэ remix сонсоорой: htt...
davaidasha ft. NMN - End (AVEAN Remix)
https://open.spotify.com/track/6QVZ5w4H6wGBkefX19LmOf?si=59a4549c89c24a78
hope you like it! xD
Шинэ remix сонсоорой: https://youtu.be/_MSDRBHEUpI
Original song: https://www.youtube.com/watch?v=DO-orE2rOd0
Instagram: https://www.instagram.com/supershy___/
#davaidasha #NMN #END #sspiritoj #AVEAN #avean #Remix, #Originalsong
https://wn.com/Davaidasha_Ft._Nmn_End_(Avean_Remix)
davaidasha ft. NMN - End (AVEAN Remix)
https://open.spotify.com/track/6QVZ5w4H6wGBkefX19LmOf?si=59a4549c89c24a78
hope you like it! xD
Шинэ remix сонсоорой: https://youtu.be/_MSDRBHEUpI
Original song: https://www.youtube.com/watch?v=DO-orE2rOd0
Instagram: https://www.instagram.com/supershy___/
#davaidasha #NMN #END #sspiritoj #AVEAN #avean #Remix, #Originalsong
- published: 09 Aug 2023
- views: 445405
13:52
BREAKING: Did CNN Just END Kamala’s Campaign? Hear Liberal Network Slam Kamala Right Before Election
CNN turns on Kamala Harris in the eleventh hour.
SUBSCRIBE To My YOUTUBE Channel https://Youtube.com/TrishReganChannel for daily videos from the Trish Regan Sh...
CNN turns on Kamala Harris in the eleventh hour.
SUBSCRIBE To My YOUTUBE Channel https://Youtube.com/TrishReganChannel for daily videos from the Trish Regan Show
SUBSCRIBE to my financial newsletter at https://76research.com - Use Code DOLLAR to get the $1 a month special price for https://76report.com
Help support the show and check out my MERCH! https://trishregan.shop/
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#trish #trishreganshow
https://wn.com/Breaking_Did_Cnn_Just_End_Kamala’S_Campaign_Hear_Liberal_Network_Slam_Kamala_Right_Before_Election
CNN turns on Kamala Harris in the eleventh hour.
SUBSCRIBE To My YOUTUBE Channel https://Youtube.com/TrishReganChannel for daily videos from the Trish Regan Show
SUBSCRIBE to my financial newsletter at https://76research.com - Use Code DOLLAR to get the $1 a month special price for https://76report.com
Help support the show and check out my MERCH! https://trishregan.shop/
Become a TEAM MEMBER to get access to perks:
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#trish #trishreganshow
- published: 05 Nov 2024
- views: 87676
2:40
Djo - End Of Beginning (Lyrics)
Djo's - End of Beginning reflects change: 'You take the man out of the...In Chicago, another version of me'
Djo - End Of Beginning (Lyrics)
Stream "End Of Begin...
Djo's - End of Beginning reflects change: 'You take the man out of the...In Chicago, another version of me'
Djo - End Of Beginning (Lyrics)
Stream "End Of Beginning" by Djo:
Follow Djo
https://www.instagram.com/djotime/
https://www.tiktok.com/@djo_time
https://twitter.com/djotime
https://www.facebook.com/Djokyri
Follow Dan Music
https://www.instagram.com/dan___music/
https://web.facebook.com/Danmusic4/
Lyrics:
Just one more tear to cry
One teardrop from my eye
You better save it for
The middle of the night
When things aren’t black and white
Enter, Troubadour:
“Remember 24?”
And when I’m back in Chicago, I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
This song has started now
And you're just finding out
Now isn’t that a laugh?
A major sacrifice but clueless at the time
Enter, Caroline:
“Just trust me you’ll be fine”
And when I’m back in Chicago I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
Goodbye
Goodbye
Goodbye
Goodbye
You take the man out of the city, not the city out the man
You take the man out of the city, not the city out the man
You take the man out of the city, not the city out the man
You take the man out of the
And when I’m back in Chicago, I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
Goodbye
Goodbye
Lyric video for End Of Beginning by Djo on Dan Music
#Djo #EndOfBeginning #DanMusic #Lyrics #AndwhenImbackinChicago
Contact -
[email protected]
https://wn.com/Djo_End_Of_Beginning_(Lyrics)
Djo's - End of Beginning reflects change: 'You take the man out of the...In Chicago, another version of me'
Djo - End Of Beginning (Lyrics)
Stream "End Of Beginning" by Djo:
Follow Djo
https://www.instagram.com/djotime/
https://www.tiktok.com/@djo_time
https://twitter.com/djotime
https://www.facebook.com/Djokyri
Follow Dan Music
https://www.instagram.com/dan___music/
https://web.facebook.com/Danmusic4/
Lyrics:
Just one more tear to cry
One teardrop from my eye
You better save it for
The middle of the night
When things aren’t black and white
Enter, Troubadour:
“Remember 24?”
And when I’m back in Chicago, I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
This song has started now
And you're just finding out
Now isn’t that a laugh?
A major sacrifice but clueless at the time
Enter, Caroline:
“Just trust me you’ll be fine”
And when I’m back in Chicago I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
Goodbye
Goodbye
Goodbye
Goodbye
You take the man out of the city, not the city out the man
You take the man out of the city, not the city out the man
You take the man out of the city, not the city out the man
You take the man out of the
And when I’m back in Chicago, I feel it
Another version of me, I was in it
I wave goodbye to the end of beginning
Goodbye
Goodbye
Lyric video for End Of Beginning by Djo on Dan Music
#Djo #EndOfBeginning #DanMusic #Lyrics #AndwhenImbackinChicago
Contact -
[email protected]
- published: 27 Feb 2024
- views: 51164890
2:39
THE END Official Trailer (2024)
First movie trailer for The end starring Tilda Swinton, Michael Shannon.
First movie trailer for The end starring Tilda Swinton, Michael Shannon.
https://wn.com/The_End_Official_Trailer_(2024)
First movie trailer for The end starring Tilda Swinton, Michael Shannon.
- published: 04 Nov 2024
- views: 21435
3:39
Linkin Park - In The End (Mellen Gi & Tommee Profitt Remix)
Tommee Profitt - In The End (Mellen Gi Remix) [Fleurie Cover]
🎧 Follow TrapMusicHD 🎧
Facebook: https://www.facebook.com/TrapMusicHD
Twitter: https://twitter.co...
Tommee Profitt - In The End (Mellen Gi Remix) [Fleurie Cover]
🎧 Follow TrapMusicHD 🎧
Facebook: https://www.facebook.com/TrapMusicHD
Twitter: https://twitter.com/TrapMusicHD
Soundcloud: https://soundcloud.com/trapmusichd
Instagram: http://instagram.com/trapmusichdtv
VK: http://vk.com/trapmusichdtv
Snapchat: TrapMusicHD
Musical.ly: TrapMusicHD
💎 Follow Mellen Gi 💎
Instagram: instagram.com/mellen_gi
Soundcloud: https://soundcloud.com/mellen_gi
VK: https://vk.com/mellen_gi
💎 Follow Tommee Profitt 💎
Youtube: https://www.youtube.com/tommeeprofitt
Facebook: https://www.facebook.com/tommeeprofitt
Twitter: https://twitter.com/tommeeprofitt
Instagram: http://www.instagram.com/tommeeprofitt
💎 Follow Fleurie 💎
Youtube: https://goo.gl/wnW1hX
Facebook: https://www.facebook.com/fleuriemusic
Twitter: https://twitter.com/fleuriemusic
Instagram: https://www.instagram.com/fleuriemusic
M6 Video by Pennzoil:
Facebook: http://www.facebook.com/pennzoil
Twitter: http://www.twitter.com/pennzoil
Instagram: http://instagram.com/pennzoil
Lamborghini Video By Hyrax Media Group:
Youtube: https://www.youtube.com/channel/UCU8m0CoZ4Ptoc_9oGwUXKdA
Instagram: http://instagram.com/HyraxMediaGroup
Timelapse shots by Niko Juntunen
Youtube: https://www.youtube.com/channel/UCDZ02U4sUn2wvc9t8YmRF1Q
Insatgram: http://instagram.com/nikojuntunen
🎶 HD Family 🎶
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#LinkinPark #InTheEnd #MellenGi
https://wn.com/Linkin_Park_In_The_End_(Mellen_Gi_Tommee_Profitt_Remix)
Tommee Profitt - In The End (Mellen Gi Remix) [Fleurie Cover]
🎧 Follow TrapMusicHD 🎧
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- published: 09 Oct 2018
- views: 1100071483
4:12
Taylor Swift - End Game ft. Ed Sheeran, Future
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- published: 12 Jan 2018
- views: 302223024
-
graph theory terminology intro
intro to terms used in decision maths graph theory
published: 30 Dec 2014
-
Edge Subtraction and Bridges in Graphs | Graph Theory, Edge Deletion
What is edge subtraction in graph theory? How do we delete an edge from a graph? And what is a bridge? That's what we'll be going over in today's video graph theory lesson!
When we delete a vertex from a graph we also need to delete the incident edges, but deleting an edge is a bit simpler, we simply remove the edge from the vertex set and that's it! If we take the edge e away from the graph G, we write that as G - e. If G - e has one more component than G, we say that e is a bridge of the graph G. It's similar to the idea of a cut vertex!
SOLUTION TO PRACTICE PROBLEM:
The bridges of the graph given in the practice problem are the edges cb, ba, hi, and ef. Deleting any one of these edges will give us a graph with two components.
If you're taking a course in Graph Theory, or preparing ...
published: 01 Nov 2019
-
Odd degree vertices always start and end a graph
Understanding the importance of odd degree vertices in a graph hope this helps?
published: 04 Sep 2011
-
INTRODUCTION to GRAPH THEORY - DISCRETE MATHEMATICS
We introduce a bunch of terms in graph theory like edge, vertex, trail, walk, and path.
#DiscreteMath #Mathematics #GraphTheory
Support me on Patreon: http://bit.ly/2EUdAl3
Visit our website: http://bit.ly/1zBPlvm
Subscribe on YouTube: http://bit.ly/1vWiRxW
*--Playlists--*
Discrete Mathematics 1: https://www.youtube.com/playlist?list=PLDDGPdw7e6Ag1EIznZ-m-qXu4XX3A0cIz
Discrete Mathematics 2: https://www.youtube.com/playlist?list=PLDDGPdw7e6Aj0amDsYInT_8p6xTSTGEi2
*--Recommended Textbooks--*
Discrete and Combinatorial Mathematics (Grimaldi): https://amzn.to/2T0iC53
Discrete Mathematics (Johnsonbaugh): https://amzn.to/2Hh7H41
Discrete Mathematics and Its Applications (Rosen): https://amzn.to/3lUgrMI
Book of Proof (Hammack): https://amzn.to/35eEbVgLike us on Facebook: http://on.fb.me/1vWw...
published: 10 May 2015
-
Graph Theory Overview
Take the full course: https://bit.ly/SiCourse
Download booklet: https://bit.ly/SiBooklets
Twitter: http://bit.ly/2JuNmXX
LinkedIn: http://bit.ly/2YCP2U6
In this lecture, we start to lay down some of our basic language for talking about networks that comes to us from graph theory a relatively new area of mathematics that studies the properties of graphs.
Transcription:
When we hear the word network all sorts of things spring to mind like social networks and the Internet in particular, but the power of network theory is really in its high degree of abstraction, so the first thing for us to do is to try and start back at the beginning by forgetting what we think we know about networks and embrace the abstract language of networks what is called graph theory. In the formal language of mat...
published: 18 Apr 2015
-
What are Planar Graphs? | Graph Theory
What are planar graphs? How can we draw them in the plane? In today's graph theory lesson we'll be defining planar graphs, plane graphs, regions of plane graphs, boundaries of regions of plane graphs, and introducing Euler's formula for connected plane graphs.
A planar graph is a graph that can be drawn in the plane with no edge crossings. A plane graph is a planar graph that has been drawn in the plane with no edge crossings. Thus, a graph being planar is not dependent on how it is drawn, but only on how it CAN be drawn, whereas a graph being a plane graph is dependent on how it is drawn. The complete graph K4 can be drawn as a plane graph and is thus planar, but can also be drawn not as a plane graph.
A nonplanar graph is a graph that cannot be drawn in the plane without edge crossin...
published: 24 Aug 2020
-
Define Walk , Trail , Circuit , Path and Cycle in a GRAPH | Graph Theory #9
Define Walk , Trail , Circuit , Path and Cycle in a graph is explained in this video.
published: 05 Jan 2019
-
Three ways the universe could end - Venus Keus
Our universe started with the Big Bang, but how will it end? Explore cosmologists’ three possible scenarios: the Big Crunch, the Big Freeze and the Big Rip.
--
We know about our universe’s past: the Big Bang theory predicts that all matter, time and space began about 14 billion years ago. And we know about the present: scientists’ observations of galaxies tell us that the universe is expanding at an accelerated rate. But what about the future? Do we know how our universe is going to end? Venus Keus explores cosmologists’ three possible scenarios.
Lesson by Venus Keus, directed by Antimatter Studio.
Sign up for our newsletter: http://bit.ly/TEDEdNewsletter
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published: 19 Feb 2019
-
أينشتاين مصر (15) || شرح ال Grokking Algorithms - Dijkstra’s Algorithm
Welcome to the fifteenth video in our "Grokking Algorithms" series on Egypt's Einstein channel! In this dedicated episode, we explore the incredible world of "Dijkstra’s Algorithm," a fundamental shortest path algorithm discussed in Chapter 7 of our enlightening series.
📺 Playlist Link: https://youtube.com/playlist?list=PLtqeb2-_b-2ADG_DEXKec9rFPlJHPqc4i
As we dive into this essential algorithm, we’ll walk through how Dijkstra’s Algorithm efficiently finds the shortest path between nodes in a weighted graph. This algorithm is not only key to understanding graph theory but also has practical applications in navigation systems, network routing, and more.
Our discussion will cover:
The step-by-step process of implementing Dijkstra’s Algorithm.
Key concepts such as the priority queue data ...
published: 03 Nov 2024
-
Algorithms Course - Graph Theory Tutorial from a Google Engineer
This full course provides a complete introduction to Graph Theory algorithms in computer science. Knowledge of how to create and design excellent algorithms is an essential skill required in becoming a great programmer.
You will learn how many important algorithms work. The algorithms are accompanied by working source code in Java to solidify your understanding.
💻 Code: https://github.com/williamfiset/algorithms
🔗 Slides: https://github.com/williamfiset/Algorithms/tree/master/slides/graphtheory
🎥 Course created by William Fiset. Check out his YouTube channel: https://www.youtube.com/channel/UCD8yeTczadqdARzQUp29PJw
⭐️ Course Contents ⭐️
⌨️ (0:00:00) Graph Theory Introduction
⌨️ (0:13:53) Problems in Graph Theory
⌨️ (0:23:15) Depth First Search Algorithm
⌨️ (0:33:18) Breadth First Searc...
published: 09 Oct 2019
7:43
graph theory terminology intro
intro to terms used in decision maths graph theory
intro to terms used in decision maths graph theory
https://wn.com/Graph_Theory_Terminology_Intro
intro to terms used in decision maths graph theory
- published: 30 Dec 2014
- views: 1313
5:43
Edge Subtraction and Bridges in Graphs | Graph Theory, Edge Deletion
What is edge subtraction in graph theory? How do we delete an edge from a graph? And what is a bridge? That's what we'll be going over in today's video graph th...
What is edge subtraction in graph theory? How do we delete an edge from a graph? And what is a bridge? That's what we'll be going over in today's video graph theory lesson!
When we delete a vertex from a graph we also need to delete the incident edges, but deleting an edge is a bit simpler, we simply remove the edge from the vertex set and that's it! If we take the edge e away from the graph G, we write that as G - e. If G - e has one more component than G, we say that e is a bridge of the graph G. It's similar to the idea of a cut vertex!
SOLUTION TO PRACTICE PROBLEM:
The bridges of the graph given in the practice problem are the edges cb, ba, hi, and ef. Deleting any one of these edges will give us a graph with two components.
If you're taking a course in Graph Theory, or preparing to, you may be interested in the textbook that introduced me to Graph Theory: “A First Course in Graph Theory“ by Gary Chartrand and Ping Zhang. It’s a wonderful text! You can purchase this book through my Amazon affiliate link below! Using the affiliate link costs you nothing extra, and helps me continue to work on Wrath of Math!
PURCHASE "A First Course in Graph Theory": https://amzn.to/31hgvvJ
I hope you find this video helpful, and be sure to ask any questions down in the comments!
********************************************************************
The outro music is by a favorite musician of mine named Vallow, who, upon my request, kindly gave me permission to use his music in my outros. I usually put my own music in the outros, but I love Vallow's music, and wanted to share it with those of you watching. Please check out all of his wonderful work.
Vallow Bandcamp: https://vallow.bandcamp.com/
Vallow Spotify: https://open.spotify.com/artist/0fRtulS8R2Sr0nkRLJJ6eW
Vallow SoundCloud: https://soundcloud.com/benwatts-3
********************************************************************
+WRATH OF MATH+
◆ Support Wrath of Math on Patreon: https://www.patreon.com/wrathofmathlessons
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https://wn.com/Edge_Subtraction_And_Bridges_In_Graphs_|_Graph_Theory,_Edge_Deletion
What is edge subtraction in graph theory? How do we delete an edge from a graph? And what is a bridge? That's what we'll be going over in today's video graph theory lesson!
When we delete a vertex from a graph we also need to delete the incident edges, but deleting an edge is a bit simpler, we simply remove the edge from the vertex set and that's it! If we take the edge e away from the graph G, we write that as G - e. If G - e has one more component than G, we say that e is a bridge of the graph G. It's similar to the idea of a cut vertex!
SOLUTION TO PRACTICE PROBLEM:
The bridges of the graph given in the practice problem are the edges cb, ba, hi, and ef. Deleting any one of these edges will give us a graph with two components.
If you're taking a course in Graph Theory, or preparing to, you may be interested in the textbook that introduced me to Graph Theory: “A First Course in Graph Theory“ by Gary Chartrand and Ping Zhang. It’s a wonderful text! You can purchase this book through my Amazon affiliate link below! Using the affiliate link costs you nothing extra, and helps me continue to work on Wrath of Math!
PURCHASE "A First Course in Graph Theory": https://amzn.to/31hgvvJ
I hope you find this video helpful, and be sure to ask any questions down in the comments!
********************************************************************
The outro music is by a favorite musician of mine named Vallow, who, upon my request, kindly gave me permission to use his music in my outros. I usually put my own music in the outros, but I love Vallow's music, and wanted to share it with those of you watching. Please check out all of his wonderful work.
Vallow Bandcamp: https://vallow.bandcamp.com/
Vallow Spotify: https://open.spotify.com/artist/0fRtulS8R2Sr0nkRLJJ6eW
Vallow SoundCloud: https://soundcloud.com/benwatts-3
********************************************************************
+WRATH OF MATH+
◆ Support Wrath of Math on Patreon: https://www.patreon.com/wrathofmathlessons
Follow Wrath of Math on...
● Instagram: https://www.instagram.com/wrathofmathedu
● Facebook: https://www.facebook.com/WrathofMath
● Twitter: https://twitter.com/wrathofmathedu
My Music Channel: http://www.youtube.com/seanemusic
- published: 01 Nov 2019
- views: 9038
3:30
Odd degree vertices always start and end a graph
Understanding the importance of odd degree vertices in a graph hope this helps?
Understanding the importance of odd degree vertices in a graph hope this helps?
https://wn.com/Odd_Degree_Vertices_Always_Start_And_End_A_Graph
Understanding the importance of odd degree vertices in a graph hope this helps?
- published: 04 Sep 2011
- views: 3384
33:23
INTRODUCTION to GRAPH THEORY - DISCRETE MATHEMATICS
We introduce a bunch of terms in graph theory like edge, vertex, trail, walk, and path.
#DiscreteMath #Mathematics #GraphTheory
Support me on Patreon: http://...
We introduce a bunch of terms in graph theory like edge, vertex, trail, walk, and path.
#DiscreteMath #Mathematics #GraphTheory
Support me on Patreon: http://bit.ly/2EUdAl3
Visit our website: http://bit.ly/1zBPlvm
Subscribe on YouTube: http://bit.ly/1vWiRxW
*--Playlists--*
Discrete Mathematics 1: https://www.youtube.com/playlist?list=PLDDGPdw7e6Ag1EIznZ-m-qXu4XX3A0cIz
Discrete Mathematics 2: https://www.youtube.com/playlist?list=PLDDGPdw7e6Aj0amDsYInT_8p6xTSTGEi2
*--Recommended Textbooks--*
Discrete and Combinatorial Mathematics (Grimaldi): https://amzn.to/2T0iC53
Discrete Mathematics (Johnsonbaugh): https://amzn.to/2Hh7H41
Discrete Mathematics and Its Applications (Rosen): https://amzn.to/3lUgrMI
Book of Proof (Hammack): https://amzn.to/35eEbVgLike us on Facebook: http://on.fb.me/1vWwDRc
Submit your questions on Reddit: http://bit.ly/1GwZZrP
Introduction to Graph Theory. We cover a lot of definitions today, specifically walks, closed walks, paths, cycles, trails, circuits, adjacency, incidence, isolated vertices, and more.
Hello, welcome to TheTrevTutor. I'm here to help you learn your college courses in an easy, efficient manner. If you like what you see, feel free to subscribe and follow me for updates. If you have any questions, leave them below. I try to answer as many questions as possible. If something isn't quite clear or needs more explanation, I can easily make additional videos to satisfy your need for knowledge and understanding.
https://wn.com/Introduction_To_Graph_Theory_Discrete_Mathematics
We introduce a bunch of terms in graph theory like edge, vertex, trail, walk, and path.
#DiscreteMath #Mathematics #GraphTheory
Support me on Patreon: http://bit.ly/2EUdAl3
Visit our website: http://bit.ly/1zBPlvm
Subscribe on YouTube: http://bit.ly/1vWiRxW
*--Playlists--*
Discrete Mathematics 1: https://www.youtube.com/playlist?list=PLDDGPdw7e6Ag1EIznZ-m-qXu4XX3A0cIz
Discrete Mathematics 2: https://www.youtube.com/playlist?list=PLDDGPdw7e6Aj0amDsYInT_8p6xTSTGEi2
*--Recommended Textbooks--*
Discrete and Combinatorial Mathematics (Grimaldi): https://amzn.to/2T0iC53
Discrete Mathematics (Johnsonbaugh): https://amzn.to/2Hh7H41
Discrete Mathematics and Its Applications (Rosen): https://amzn.to/3lUgrMI
Book of Proof (Hammack): https://amzn.to/35eEbVgLike us on Facebook: http://on.fb.me/1vWwDRc
Submit your questions on Reddit: http://bit.ly/1GwZZrP
Introduction to Graph Theory. We cover a lot of definitions today, specifically walks, closed walks, paths, cycles, trails, circuits, adjacency, incidence, isolated vertices, and more.
Hello, welcome to TheTrevTutor. I'm here to help you learn your college courses in an easy, efficient manner. If you like what you see, feel free to subscribe and follow me for updates. If you have any questions, leave them below. I try to answer as many questions as possible. If something isn't quite clear or needs more explanation, I can easily make additional videos to satisfy your need for knowledge and understanding.
- published: 10 May 2015
- views: 744203
4:22
Graph Theory Overview
Take the full course: https://bit.ly/SiCourse
Download booklet: https://bit.ly/SiBooklets
Twitter: http://bit.ly/2JuNmXX
LinkedIn: http://bit.ly/2YCP2U6
In thi...
Take the full course: https://bit.ly/SiCourse
Download booklet: https://bit.ly/SiBooklets
Twitter: http://bit.ly/2JuNmXX
LinkedIn: http://bit.ly/2YCP2U6
In this lecture, we start to lay down some of our basic language for talking about networks that comes to us from graph theory a relatively new area of mathematics that studies the properties of graphs.
Transcription:
When we hear the word network all sorts of things spring to mind like social networks and the Internet in particular, but the power of network theory is really in its high degree of abstraction, so the first thing for us to do is to try and start back at the beginning by forgetting what we think we know about networks and embrace the abstract language of networks what is called graph theory. In the formal language of mathematics a network is called a graph and graph theory is the area of mathematics that studies these objects called graphs. The first theory of graphs goes back to 1736, the first textbook came about in 1958 but most of the work within this field is less than a few decades old.
In its essence a graph is really very simple, it consist of just two parts what are called vertices and edges. Firstly Vertices; a vertex or node is a thing, that is to say it is an entity and we can ascribe some value to it, so a person is an example of a node as is a car, planet, farm, city or molecule. All of these things have static properties that can be quantifies, such as the color of our car, the size of our farm, or the weight of our molecule. Within network science vertices are more often called nodes so we will be typically using this term during the course.
Edges can be define as a relation of some sort between two or more nodes, this connection may be tangible as in the cables between computers on a network or the roads between cities within a national transportation system or these edges may by be intangible, such as social relations of friendship. Edges may be also called links, ties or relations and we will be often using this latter term during the course. The nodes belonging to an edge are called the ends, endpoints, or end vertices of the edge.
Within graph theory networks are called graphs and a graph is define as a set of edges and a set vertices. A simple graph does not contain loops or multiple edges, but a multigraph is a graph with multiple edges between nodes. So where as a simple graph of a transpiration system would just tell us if there is a connection between two cities, a multigraph would show all the different connections between the two cities.
Graphs can be directed or undirected. With an undirected graph edges have no orientation, for example a diplomatic relation between two nations may be mutual and thus have no direction to the edge between the nodes. These undirected graphs have unordered pairs of nodes, that means we can just switch them round, if Jane and Paul are married, we can say Jane is married to Paul or we can say Paul is married to Jane it makes no difference and thus it is an unordered pair.
Twitter: http://bit.ly/2TTjlDH
Facebook: http://bit.ly/2TXgrOo
LinkedIn: http://bit.ly/2TPqogN
https://wn.com/Graph_Theory_Overview
Take the full course: https://bit.ly/SiCourse
Download booklet: https://bit.ly/SiBooklets
Twitter: http://bit.ly/2JuNmXX
LinkedIn: http://bit.ly/2YCP2U6
In this lecture, we start to lay down some of our basic language for talking about networks that comes to us from graph theory a relatively new area of mathematics that studies the properties of graphs.
Transcription:
When we hear the word network all sorts of things spring to mind like social networks and the Internet in particular, but the power of network theory is really in its high degree of abstraction, so the first thing for us to do is to try and start back at the beginning by forgetting what we think we know about networks and embrace the abstract language of networks what is called graph theory. In the formal language of mathematics a network is called a graph and graph theory is the area of mathematics that studies these objects called graphs. The first theory of graphs goes back to 1736, the first textbook came about in 1958 but most of the work within this field is less than a few decades old.
In its essence a graph is really very simple, it consist of just two parts what are called vertices and edges. Firstly Vertices; a vertex or node is a thing, that is to say it is an entity and we can ascribe some value to it, so a person is an example of a node as is a car, planet, farm, city or molecule. All of these things have static properties that can be quantifies, such as the color of our car, the size of our farm, or the weight of our molecule. Within network science vertices are more often called nodes so we will be typically using this term during the course.
Edges can be define as a relation of some sort between two or more nodes, this connection may be tangible as in the cables between computers on a network or the roads between cities within a national transportation system or these edges may by be intangible, such as social relations of friendship. Edges may be also called links, ties or relations and we will be often using this latter term during the course. The nodes belonging to an edge are called the ends, endpoints, or end vertices of the edge.
Within graph theory networks are called graphs and a graph is define as a set of edges and a set vertices. A simple graph does not contain loops or multiple edges, but a multigraph is a graph with multiple edges between nodes. So where as a simple graph of a transpiration system would just tell us if there is a connection between two cities, a multigraph would show all the different connections between the two cities.
Graphs can be directed or undirected. With an undirected graph edges have no orientation, for example a diplomatic relation between two nations may be mutual and thus have no direction to the edge between the nodes. These undirected graphs have unordered pairs of nodes, that means we can just switch them round, if Jane and Paul are married, we can say Jane is married to Paul or we can say Paul is married to Jane it makes no difference and thus it is an unordered pair.
Twitter: http://bit.ly/2TTjlDH
Facebook: http://bit.ly/2TXgrOo
LinkedIn: http://bit.ly/2TPqogN
- published: 18 Apr 2015
- views: 178337
17:23
What are Planar Graphs? | Graph Theory
What are planar graphs? How can we draw them in the plane? In today's graph theory lesson we'll be defining planar graphs, plane graphs, regions of plane graphs...
What are planar graphs? How can we draw them in the plane? In today's graph theory lesson we'll be defining planar graphs, plane graphs, regions of plane graphs, boundaries of regions of plane graphs, and introducing Euler's formula for connected plane graphs.
A planar graph is a graph that can be drawn in the plane with no edge crossings. A plane graph is a planar graph that has been drawn in the plane with no edge crossings. Thus, a graph being planar is not dependent on how it is drawn, but only on how it CAN be drawn, whereas a graph being a plane graph is dependent on how it is drawn. The complete graph K4 can be drawn as a plane graph and is thus planar, but can also be drawn not as a plane graph.
A nonplanar graph is a graph that cannot be drawn in the plane without edge crossings. That is, a nonplanar graph will always have edge crossings if drawn in the plane. An example of a nonplanar graph is K3,3 the complete bipartite graph with two partite sets of cardinality 3.
A plane graph divides the plane into different regions. The subgraph, comprised of vertices and edges that are incident with a region, make up the boundary of the region. The boundary of a region is also sometimes defined (roughly) as the closed walk that encloses a region.
In a connected plane graph, the number of vertices (n), minus the number of edges (m), plus the number of regions (r), that is: n-m+r, is equal to 2. This is Euler's formula for connected plane graphs.
What are isomorphic graphs? https://www.youtube.com/watch?v=EwV4Puk2coU
What are complete bipartite graphs? https://www.youtube.com/watch?v=iKeA1c-bdXM
◆ Donate on PayPal: https://www.paypal.me/wrathofmath
◆ Support Wrath of Math on Patreon: https://www.patreon.com/join/wrathofmathlessons
I hope you find this video helpful, and be sure to ask any questions down in the comments!
+WRATH OF MATH+
Follow Wrath of Math on...
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My Music Channel: http://www.youtube.com/seanemusic
https://wn.com/What_Are_Planar_Graphs_|_Graph_Theory
What are planar graphs? How can we draw them in the plane? In today's graph theory lesson we'll be defining planar graphs, plane graphs, regions of plane graphs, boundaries of regions of plane graphs, and introducing Euler's formula for connected plane graphs.
A planar graph is a graph that can be drawn in the plane with no edge crossings. A plane graph is a planar graph that has been drawn in the plane with no edge crossings. Thus, a graph being planar is not dependent on how it is drawn, but only on how it CAN be drawn, whereas a graph being a plane graph is dependent on how it is drawn. The complete graph K4 can be drawn as a plane graph and is thus planar, but can also be drawn not as a plane graph.
A nonplanar graph is a graph that cannot be drawn in the plane without edge crossings. That is, a nonplanar graph will always have edge crossings if drawn in the plane. An example of a nonplanar graph is K3,3 the complete bipartite graph with two partite sets of cardinality 3.
A plane graph divides the plane into different regions. The subgraph, comprised of vertices and edges that are incident with a region, make up the boundary of the region. The boundary of a region is also sometimes defined (roughly) as the closed walk that encloses a region.
In a connected plane graph, the number of vertices (n), minus the number of edges (m), plus the number of regions (r), that is: n-m+r, is equal to 2. This is Euler's formula for connected plane graphs.
What are isomorphic graphs? https://www.youtube.com/watch?v=EwV4Puk2coU
What are complete bipartite graphs? https://www.youtube.com/watch?v=iKeA1c-bdXM
◆ Donate on PayPal: https://www.paypal.me/wrathofmath
◆ Support Wrath of Math on Patreon: https://www.patreon.com/join/wrathofmathlessons
I hope you find this video helpful, and be sure to ask any questions down in the comments!
+WRATH OF MATH+
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- published: 24 Aug 2020
- views: 36928
9:13
Define Walk , Trail , Circuit , Path and Cycle in a GRAPH | Graph Theory #9
Define Walk , Trail , Circuit , Path and Cycle in a graph is explained in this video.
Define Walk , Trail , Circuit , Path and Cycle in a graph is explained in this video.
https://wn.com/Define_Walk_,_Trail_,_Circuit_,_Path_And_Cycle_In_A_Graph_|_Graph_Theory_9
Define Walk , Trail , Circuit , Path and Cycle in a graph is explained in this video.
- published: 05 Jan 2019
- views: 169111
4:47
Three ways the universe could end - Venus Keus
Our universe started with the Big Bang, but how will it end? Explore cosmologists’ three possible scenarios: the Big Crunch, the Big Freeze and the Big Rip.
--...
Our universe started with the Big Bang, but how will it end? Explore cosmologists’ three possible scenarios: the Big Crunch, the Big Freeze and the Big Rip.
--
We know about our universe’s past: the Big Bang theory predicts that all matter, time and space began about 14 billion years ago. And we know about the present: scientists’ observations of galaxies tell us that the universe is expanding at an accelerated rate. But what about the future? Do we know how our universe is going to end? Venus Keus explores cosmologists’ three possible scenarios.
Lesson by Venus Keus, directed by Antimatter Studio.
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View full lesson: https://ed.ted.com/lessons/three-ways-the-universe-could-end-venus-keus
Thank you so much to our patrons for your support! Without you this video would not be possible! Stina Boberg, Mariana Ortega, Anthony Wiggins, Hoai Nam Tran, David Petrovič, Lowell Fleming, Anuj Tomar, Sunny Patel, Vijayalakshmi, Devesh Kumar, Uday Kishore, Aidan Forero, Leen Mshasha, Allan Hayes, Thomas Bahrman, Vaibhav Mirjolkar, Tony, Michelle, Katie and Josh Pedretti, Erik Biemans, Gaurav Mathur, Sameer Halai, Hans Peng, Tekin Gültekin, Hector Quintanilla, Raheem , Penelope Misquitta, Ravi S. Rāmphal, Fahad Nasser Chowdhury, Marin Kovachev, Roman Pinchuk, Maria Lerchbaumer, Edgar Campos Barrachina, Dianne Palomar, The Brock, Curtis Light, Ernest Chow, Liana Switzer, Maija Chapman, Pamela Harrison, Mighterbump , Beatriz Inácio, Robert Hargis, Soma Ali, Mark wisdom, Ai Ejima, Irindany Sandoval, William Bravante, Elizabeth Parker, Sai Krishna Koyoda, Therapist Gus and Samuel Barbas;
https://wn.com/Three_Ways_The_Universe_Could_End_Venus_Keus
Our universe started with the Big Bang, but how will it end? Explore cosmologists’ three possible scenarios: the Big Crunch, the Big Freeze and the Big Rip.
--
We know about our universe’s past: the Big Bang theory predicts that all matter, time and space began about 14 billion years ago. And we know about the present: scientists’ observations of galaxies tell us that the universe is expanding at an accelerated rate. But what about the future? Do we know how our universe is going to end? Venus Keus explores cosmologists’ three possible scenarios.
Lesson by Venus Keus, directed by Antimatter Studio.
Sign up for our newsletter: http://bit.ly/TEDEdNewsletter
Support us on Patreon: http://bit.ly/TEDEdPatreon
Follow us on Facebook: http://bit.ly/TEDEdFacebook
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View full lesson: https://ed.ted.com/lessons/three-ways-the-universe-could-end-venus-keus
Thank you so much to our patrons for your support! Without you this video would not be possible! Stina Boberg, Mariana Ortega, Anthony Wiggins, Hoai Nam Tran, David Petrovič, Lowell Fleming, Anuj Tomar, Sunny Patel, Vijayalakshmi, Devesh Kumar, Uday Kishore, Aidan Forero, Leen Mshasha, Allan Hayes, Thomas Bahrman, Vaibhav Mirjolkar, Tony, Michelle, Katie and Josh Pedretti, Erik Biemans, Gaurav Mathur, Sameer Halai, Hans Peng, Tekin Gültekin, Hector Quintanilla, Raheem , Penelope Misquitta, Ravi S. Rāmphal, Fahad Nasser Chowdhury, Marin Kovachev, Roman Pinchuk, Maria Lerchbaumer, Edgar Campos Barrachina, Dianne Palomar, The Brock, Curtis Light, Ernest Chow, Liana Switzer, Maija Chapman, Pamela Harrison, Mighterbump , Beatriz Inácio, Robert Hargis, Soma Ali, Mark wisdom, Ai Ejima, Irindany Sandoval, William Bravante, Elizabeth Parker, Sai Krishna Koyoda, Therapist Gus and Samuel Barbas;
- published: 19 Feb 2019
- views: 2086326
2:07:06
أينشتاين مصر (15) || شرح ال Grokking Algorithms - Dijkstra’s Algorithm
Welcome to the fifteenth video in our "Grokking Algorithms" series on Egypt's Einstein channel! In this dedicated episode, we explore the incredible world of "D...
Welcome to the fifteenth video in our "Grokking Algorithms" series on Egypt's Einstein channel! In this dedicated episode, we explore the incredible world of "Dijkstra’s Algorithm," a fundamental shortest path algorithm discussed in Chapter 7 of our enlightening series.
📺 Playlist Link: https://youtube.com/playlist?list=PLtqeb2-_b-2ADG_DEXKec9rFPlJHPqc4i
As we dive into this essential algorithm, we’ll walk through how Dijkstra’s Algorithm efficiently finds the shortest path between nodes in a weighted graph. This algorithm is not only key to understanding graph theory but also has practical applications in navigation systems, network routing, and more.
Our discussion will cover:
The step-by-step process of implementing Dijkstra’s Algorithm.
Key concepts such as the priority queue data structure used in the algorithm.
Practical examples to solidify your understanding.
Dijkstra’s Algorithm applications in real-world scenarios.
Join us on this educational journey as we unravel the principles and applications of Dijkstra’s Algorithm, providing you with the tools and knowledge to implement and utilize this powerful technique in your own programming projects. By the end of this episode, you’ll be well-equipped to apply Dijkstra’s Algorithm confidently and effectively.
If you find this exploration valuable, give it a thumbs up, and ensure you subscribe to our channel for more captivating episodes. Let’s continue advancing through the world of data structures and algorithms together! 🚀
----------------------------------------------------------------------------------------------
محتوي الفيديو:-
00:00 - Overview of the Video
00:30 - مقدمة قناة أينشتاين مصر
00:37 - Introduction
05:25 - Working with Dijkstra’s algorithm
39:48 - Example ("Trading for a piano")
55:47 - Negative Weight Edges
01:09:21 - The Implementation of Dijkstra's Algorithm
01:50:35 - Implementing Dijkstra's Algorithm in Python
02:01:27 - Exercise
02:05:34 - Recap for Ch7
02:06:34 - The End
----------------------------------------------------------------------------------------------
#أينشتاين_مصر #DijkstrasAlgorithm #ShortestPath #GraphAlgorithms #GrokkingAlgorithms
╔═.♥. ════════════════════════════════════╗
SUBSCRIBE | LIKE | COMMENT | SHARE |
► Subscribe إشترك ✔
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لاتنسوا الاشتـــــــراك في القنــــاة ✔ ولايـك للفيديو ✔
مشاهدة طيبة أعزائي الكرام
╚══════.♥. ═════════════════════════
#أينشتاين_مصر
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[email protected]
https://wn.com/أينشتاين_مصر_(15)_||_شرح_ال_Grokking_Algorithms_Dijkstra’S_Algorithm
Welcome to the fifteenth video in our "Grokking Algorithms" series on Egypt's Einstein channel! In this dedicated episode, we explore the incredible world of "Dijkstra’s Algorithm," a fundamental shortest path algorithm discussed in Chapter 7 of our enlightening series.
📺 Playlist Link: https://youtube.com/playlist?list=PLtqeb2-_b-2ADG_DEXKec9rFPlJHPqc4i
As we dive into this essential algorithm, we’ll walk through how Dijkstra’s Algorithm efficiently finds the shortest path between nodes in a weighted graph. This algorithm is not only key to understanding graph theory but also has practical applications in navigation systems, network routing, and more.
Our discussion will cover:
The step-by-step process of implementing Dijkstra’s Algorithm.
Key concepts such as the priority queue data structure used in the algorithm.
Practical examples to solidify your understanding.
Dijkstra’s Algorithm applications in real-world scenarios.
Join us on this educational journey as we unravel the principles and applications of Dijkstra’s Algorithm, providing you with the tools and knowledge to implement and utilize this powerful technique in your own programming projects. By the end of this episode, you’ll be well-equipped to apply Dijkstra’s Algorithm confidently and effectively.
If you find this exploration valuable, give it a thumbs up, and ensure you subscribe to our channel for more captivating episodes. Let’s continue advancing through the world of data structures and algorithms together! 🚀
----------------------------------------------------------------------------------------------
محتوي الفيديو:-
00:00 - Overview of the Video
00:30 - مقدمة قناة أينشتاين مصر
00:37 - Introduction
05:25 - Working with Dijkstra’s algorithm
39:48 - Example ("Trading for a piano")
55:47 - Negative Weight Edges
01:09:21 - The Implementation of Dijkstra's Algorithm
01:50:35 - Implementing Dijkstra's Algorithm in Python
02:01:27 - Exercise
02:05:34 - Recap for Ch7
02:06:34 - The End
----------------------------------------------------------------------------------------------
#أينشتاين_مصر #DijkstrasAlgorithm #ShortestPath #GraphAlgorithms #GrokkingAlgorithms
╔═.♥. ════════════════════════════════════╗
SUBSCRIBE | LIKE | COMMENT | SHARE |
► Subscribe إشترك ✔
https://www.youtube.com/channel/UCWHhoFmIxp4B_uKvKUwydSg?sub_confirmation=1
لاتنسوا الاشتـــــــراك في القنــــاة ✔ ولايـك للفيديو ✔
مشاهدة طيبة أعزائي الكرام
╚══════.♥. ═════════════════════════
#أينشتاين_مصر
#Mahmoud_Alyosify
https://MahmoudAlyosifySite.github.io/
https://www.facebook.com/EinshtenMisr
https://twitter.com/MahmoudAlyosify
Gmail:
[email protected]
Yahoo :
[email protected]
- published: 03 Nov 2024
- views: 72
6:44:40
Algorithms Course - Graph Theory Tutorial from a Google Engineer
This full course provides a complete introduction to Graph Theory algorithms in computer science. Knowledge of how to create and design excellent algorithms is ...
This full course provides a complete introduction to Graph Theory algorithms in computer science. Knowledge of how to create and design excellent algorithms is an essential skill required in becoming a great programmer.
You will learn how many important algorithms work. The algorithms are accompanied by working source code in Java to solidify your understanding.
💻 Code: https://github.com/williamfiset/algorithms
🔗 Slides: https://github.com/williamfiset/Algorithms/tree/master/slides/graphtheory
🎥 Course created by William Fiset. Check out his YouTube channel: https://www.youtube.com/channel/UCD8yeTczadqdARzQUp29PJw
⭐️ Course Contents ⭐️
⌨️ (0:00:00) Graph Theory Introduction
⌨️ (0:13:53) Problems in Graph Theory
⌨️ (0:23:15) Depth First Search Algorithm
⌨️ (0:33:18) Breadth First Search Algorithm
⌨️ (0:40:27) Breadth First Search grid shortest path
⌨️ (0:56:23) Topological Sort Algorithm
⌨️ (1:09:52) Shortest/Longest path on a Directed Acyclic Graph (DAG)
⌨️ (1:19:34) Dijkstra's Shortest Path Algorithm
⌨️ (1:43:17) Dijkstra's Shortest Path Algorithm | Source Code
⌨️ (1:50:47) Bellman Ford Algorithm
⌨️ (2:05:34) Floyd Warshall All Pairs Shortest Path Algorithm
⌨️ (2:20:54) Floyd Warshall All Pairs Shortest Path Algorithm | Source Code
⌨️ (2:29:19) Bridges and Articulation points Algorithm
⌨️ (2:49:01) Bridges and Articulation points source code
⌨️ (2:57:32) Tarjans Strongly Connected Components algorithm
⌨️ (3:13:56) Tarjans Strongly Connected Components algorithm source code
⌨️ (3:20:12) Travelling Salesman Problem | Dynamic Programming
⌨️ (3:39:59) Travelling Salesman Problem source code | Dynamic Programming
⌨️ (3:52:27) Existence of Eulerian Paths and Circuits
⌨️ (4:01:19) Eulerian Path Algorithm
⌨️ (4:15:47) Eulerian Path Algorithm | Source Code
⌨️ (4:23:00) Prim's Minimum Spanning Tree Algorithm
⌨️ (4:37:05) Eager Prim's Minimum Spanning Tree Algorithm
⌨️ (4:50:38) Eager Prim's Minimum Spanning Tree Algorithm | Source Code
⌨️ (4:58:30) Max Flow Ford Fulkerson | Network Flow
⌨️ (5:11:01) Max Flow Ford Fulkerson | Source Code
⌨️ (5:27:25) Unweighted Bipartite Matching | Network Flow
⌨️ (5:38:11) Mice and Owls problem | Network Flow
⌨️ (5:46:11) Elementary Math problem | Network Flow
⌨️ (5:56:19) Edmonds Karp Algorithm | Network Flow
⌨️ (6:05:18) Edmonds Karp Algorithm | Source Code
⌨️ (6:10:08) Capacity Scaling | Network Flow
⌨️ (6:19:34) Capacity Scaling | Network Flow | Source Code
⌨️ (6:25:04) Dinic's Algorithm | Network Flow
⌨️ (6:36:09) Dinic's Algorithm | Network Flow | Source Code
--
Learn to code for free and get a developer job: https://www.freecodecamp.org
Read hundreds of articles on programming: https://www.freecodecamp.org/news
https://wn.com/Algorithms_Course_Graph_Theory_Tutorial_From_A_Google_Engineer
This full course provides a complete introduction to Graph Theory algorithms in computer science. Knowledge of how to create and design excellent algorithms is an essential skill required in becoming a great programmer.
You will learn how many important algorithms work. The algorithms are accompanied by working source code in Java to solidify your understanding.
💻 Code: https://github.com/williamfiset/algorithms
🔗 Slides: https://github.com/williamfiset/Algorithms/tree/master/slides/graphtheory
🎥 Course created by William Fiset. Check out his YouTube channel: https://www.youtube.com/channel/UCD8yeTczadqdARzQUp29PJw
⭐️ Course Contents ⭐️
⌨️ (0:00:00) Graph Theory Introduction
⌨️ (0:13:53) Problems in Graph Theory
⌨️ (0:23:15) Depth First Search Algorithm
⌨️ (0:33:18) Breadth First Search Algorithm
⌨️ (0:40:27) Breadth First Search grid shortest path
⌨️ (0:56:23) Topological Sort Algorithm
⌨️ (1:09:52) Shortest/Longest path on a Directed Acyclic Graph (DAG)
⌨️ (1:19:34) Dijkstra's Shortest Path Algorithm
⌨️ (1:43:17) Dijkstra's Shortest Path Algorithm | Source Code
⌨️ (1:50:47) Bellman Ford Algorithm
⌨️ (2:05:34) Floyd Warshall All Pairs Shortest Path Algorithm
⌨️ (2:20:54) Floyd Warshall All Pairs Shortest Path Algorithm | Source Code
⌨️ (2:29:19) Bridges and Articulation points Algorithm
⌨️ (2:49:01) Bridges and Articulation points source code
⌨️ (2:57:32) Tarjans Strongly Connected Components algorithm
⌨️ (3:13:56) Tarjans Strongly Connected Components algorithm source code
⌨️ (3:20:12) Travelling Salesman Problem | Dynamic Programming
⌨️ (3:39:59) Travelling Salesman Problem source code | Dynamic Programming
⌨️ (3:52:27) Existence of Eulerian Paths and Circuits
⌨️ (4:01:19) Eulerian Path Algorithm
⌨️ (4:15:47) Eulerian Path Algorithm | Source Code
⌨️ (4:23:00) Prim's Minimum Spanning Tree Algorithm
⌨️ (4:37:05) Eager Prim's Minimum Spanning Tree Algorithm
⌨️ (4:50:38) Eager Prim's Minimum Spanning Tree Algorithm | Source Code
⌨️ (4:58:30) Max Flow Ford Fulkerson | Network Flow
⌨️ (5:11:01) Max Flow Ford Fulkerson | Source Code
⌨️ (5:27:25) Unweighted Bipartite Matching | Network Flow
⌨️ (5:38:11) Mice and Owls problem | Network Flow
⌨️ (5:46:11) Elementary Math problem | Network Flow
⌨️ (5:56:19) Edmonds Karp Algorithm | Network Flow
⌨️ (6:05:18) Edmonds Karp Algorithm | Source Code
⌨️ (6:10:08) Capacity Scaling | Network Flow
⌨️ (6:19:34) Capacity Scaling | Network Flow | Source Code
⌨️ (6:25:04) Dinic's Algorithm | Network Flow
⌨️ (6:36:09) Dinic's Algorithm | Network Flow | Source Code
--
Learn to code for free and get a developer job: https://www.freecodecamp.org
Read hundreds of articles on programming: https://www.freecodecamp.org/news
- published: 09 Oct 2019
- views: 1712420