A hardcourt (or hard court) is a surface or floor on which a sport is played, most usually in reference to tennis courts. They are typically made of rigid materials such as asphalt or concrete, and covered with acrylic material to seal the surface and mark the playing lines, while providing some cushioning. Historically, hardwood surfaces were also in use in indoor settings, similar to an indoor basketball court, but these are now rare.
Tennis
Tennis hard courts are made of synthetic/acrylic layers on top of a concrete or asphalt foundation and can vary in color. These courts tend to play medium-fast to fast because there is little energy absorption by the court, like in grass courts. The ball tends to bounce high and players are able to apply many types of spin during play. Flat balls are favored on hard courts because of the extremely quick play style. Speed of rebound after tennis balls bounce on hard courts is determined by how much sand is in the synthetic/acrylic layer placed on top of the asphalt foundation. More sand will result in a slower bounce due to more friction.
More formally, a problem p is called hard for a complexity class C under a given type of reduction, if there exists a reduction (of the given type) from any problem in C to p. If a problem is both hard for the class and a member of the class, it is complete for that class (for that type of reduction).
A problem that is complete for a class C is said to be C-complete, and the class of all problems complete for C is denoted C-complete. The first complete class to be defined and the most well-known is NP-complete, a class that contains many difficult-to-solve problems that arise in practice. Similarly, a problem hard for a class C is called C-hard, e.g. NP-hard.
Normally it is assumed that the reduction in question does not have higher computational complexity than the class itself. Therefore it may be said that if a C-complete problem has a "computationally easy" solution, then all problems in "C" have an "easy" solution.
Stargazer is a Norwegian Hard Rock band formerly known as F.R.I.E.N.D. They released their first self-titled album in 2009 with session musicians Morten Skaget from TNT and Steinar Krokstad of Stage Dolls.
Alexa Daley, the protagonist, had only recently defeated the Abaddon (the main antagonist throughout the series)...or so she thought.
Abaddon was last seen falling back into the black pit in which he was contained, defeated along with Victor Grindall, one of Abaddon's underlings. Abaddon had taken on a new form, a metal serpent of the sea, harnessing the deadly power of electricity.
References
Main Character-Alexa Daley
The main character is Alexa Daley and her father is Warvold and her uncle is Roland.
Слушай и загружай EP: https://lnk.to/ARGUMENTS_FACTSID
Подпишись на WOW TV: https://wowtv.me/subscribe
published: 10 May 2019
Most common surnames by country in Europe,Can you see your surname?#maps #europe #life #relations
published: 16 Jul 2022
Agnew Surname
published: 24 Oct 2022
5.33 MILLION Chinese use this Surname! Ranking 50 ! |#learnmandarin #learnchinese #chinese #mandarin
Hi, My name is MaxLee, I’m a native Chinese.
I am here to help you feel confident, easy, and fun when writing Chinese Characters.
Please SUBSCRIBE, LIKE, SHARE, and COMMENT on my videos! I really appreciate it. Thanks!
==================================
🔥Link to the whole HSK 3.0 Level 1 vocabulary (500 words):
https://www.youtube.com/watch?v=c5OHwbM9e-Q
🌸Link to the HSK 3.0 Level 1 vocabulary video (WITH TRADITIONAL CHINESE MUSIC VERSION):
https://www.youtube.com/watch?v=8t77f9yHHwI&t=239s
😊Want to learn Chinese handwriting, welcome to:
https://www.youtube.com/@lovechinesecharacters/featured
😊Want to learn Chinese speaking, welcome to:
https://www.youtube.com/@maxleethechinese
==================================
Writing characters in the correct stroke order can greatly facilitate lear...
published: 21 Jul 2023
Curb your Polish surname
published: 02 May 2018
What to do if you don’t have Surname ? | Study in Italy
published: 09 Apr 2022
Player with Hardest Surname to pronounce #footballedits#footballshorts #football
published: 14 Apr 2023
I know my surname is funny | Fact Fiend #shorts
Heh... Smallwood...
#shorts
Watch the full video:
https://youtu.be/QQ-Cn1jMeIA
-----------------------------------------
Karl:
https://twitch.tv/karlswood
https://twitter.com/KarlSmallwood
https://www.instagram.com/karlswood
Brad:
https://www.youtube.com/user/bradrawlinsonvfx
https://www.youtube.com/@OvahDawg
https://www.twitch.tv/ovahdawg
https://twitter.com/BradJRawlinson
-----------------------------------------
"Two Finger Johnny" Kevin MacLeod (incompetech.com)
Licensed under Creative Commons: By Attribution 3.0 License
http://creativecommons.org/licenses/by/3.0/
published: 13 Jun 2023
Entrepreneurs Shared Their Worst Business Mistakes (Hard To WATCH!)
Entrepreneurs shared their business failure story.
Go to https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw/join to get early access to BTS.
We interviewed business owners all over Malta asking them how they got rich.
We asked them about the most amount of money they have made in a year also asking for their career advice. Entrepreneurs shared their business failure, investment strategy, how to delegate with people/ We interviewed people in the sale industry, even planning industry, restaurant business and more. We have a lot of amazing content on the way just to make sure you stay tuned for more content next week.
Topic: Asking Millionaires How To Get Rich? (Malta) @valeextalks
- Let me know what you think of the episode!
- If you enjoy this video, please like and share it ...
published: 22 Sep 2024
When the Government Makes You Get a Surname
A look at the development of modern surnames in Sweden. It's actually pretty interesting if you ask me.
Note this is not an exhaustive history of surnames in Europe, or even in Sweden.
Sources:
Hedberg, J. (2021). Svenska efternamnsbyten 1920–1944. Bloggen New trends in Nordic Socio-onomastics.
Larsson, I. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Noreen, Erik & Adolf. (1907). Svenska familjenamn vid början av 1900-talet. Alfabetisk förteckning jämte statistiska och andra bilagor. Stockholm: Aktiebolaget Ljus.
Ryman, L. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. V...
Hi, My name is MaxLee, I’m a native Chinese.
I am here to help you feel confident, easy, and fun when writing Chinese Characters.
Please SUBSCRIBE, LIKE, SHARE,...
Hi, My name is MaxLee, I’m a native Chinese.
I am here to help you feel confident, easy, and fun when writing Chinese Characters.
Please SUBSCRIBE, LIKE, SHARE, and COMMENT on my videos! I really appreciate it. Thanks!
==================================
🔥Link to the whole HSK 3.0 Level 1 vocabulary (500 words):
https://www.youtube.com/watch?v=c5OHwbM9e-Q
🌸Link to the HSK 3.0 Level 1 vocabulary video (WITH TRADITIONAL CHINESE MUSIC VERSION):
https://www.youtube.com/watch?v=8t77f9yHHwI&t=239s
😊Want to learn Chinese handwriting, welcome to:
https://www.youtube.com/@lovechinesecharacters/featured
😊Want to learn Chinese speaking, welcome to:
https://www.youtube.com/@maxleethechinese
==================================
Writing characters in the correct stroke order can greatly facilitate learning and memorization. Correct stroke order is also vital in producing visually appealing characters.
| #learnmandarin #learnchinese #chinese #mandarin #chinesecharacters #chineseproficiencytest #chinesetoefl #mandarinchinese #hsktest #hsk1 #hsk #how #howto #speakchinese #pronouciation #hsk #hsk1 vocabulary #nativeChinesehandwriting
Hi, My name is MaxLee, I’m a native Chinese.
I am here to help you feel confident, easy, and fun when writing Chinese Characters.
Please SUBSCRIBE, LIKE, SHARE, and COMMENT on my videos! I really appreciate it. Thanks!
==================================
🔥Link to the whole HSK 3.0 Level 1 vocabulary (500 words):
https://www.youtube.com/watch?v=c5OHwbM9e-Q
🌸Link to the HSK 3.0 Level 1 vocabulary video (WITH TRADITIONAL CHINESE MUSIC VERSION):
https://www.youtube.com/watch?v=8t77f9yHHwI&t=239s
😊Want to learn Chinese handwriting, welcome to:
https://www.youtube.com/@lovechinesecharacters/featured
😊Want to learn Chinese speaking, welcome to:
https://www.youtube.com/@maxleethechinese
==================================
Writing characters in the correct stroke order can greatly facilitate learning and memorization. Correct stroke order is also vital in producing visually appealing characters.
| #learnmandarin #learnchinese #chinese #mandarin #chinesecharacters #chineseproficiencytest #chinesetoefl #mandarinchinese #hsktest #hsk1 #hsk #how #howto #speakchinese #pronouciation #hsk #hsk1 vocabulary #nativeChinesehandwriting
Entrepreneurs shared their business failure story.
Go to https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw/join to get early access to BTS.
We intervi...
Entrepreneurs shared their business failure story.
Go to https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw/join to get early access to BTS.
We interviewed business owners all over Malta asking them how they got rich.
We asked them about the most amount of money they have made in a year also asking for their career advice. Entrepreneurs shared their business failure, investment strategy, how to delegate with people/ We interviewed people in the sale industry, even planning industry, restaurant business and more. We have a lot of amazing content on the way just to make sure you stay tuned for more content next week.
Topic: Asking Millionaires How To Get Rich? (Malta) @valeextalks
- Let me know what you think of the episode!
- If you enjoy this video, please like and share it .
- Don't forget to subscribe to this channel for more updates .
⭕Subscribe now : https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw?sub_confirmation=1
✅ Follow us on Social Media 👇
- Tiktok - / https://www.tiktok.com/@valeextalks
Valeex IG links:
https://www.instagram.com/valeextalks/
Join the ValeexTalks community if you want to become a successful entrepreneur!
Watch our other video 👇
⏭ Asking People What They Do For a Living (Malta)
https://youtu.be/KM7A_P4uYPc
⏭ Asking Millionaires How To Get Rich? (Malta)
https://youtu.be/ha1OlV1gXY0
⏭ How Gen Z Is Building Wealth Faster Than Millennials.
https://youtu.be/uhbcQnlK3U4
Thank you for watching this video, click the "SUBSCRIBE" button
👍Subscribe link :
https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw?sub_confirmation=1
DISCLAIMER: @valeextalks does not provide tax, legal or accounting advice. Videos on this channel are for education and entertainment purposes only. Please do your own due diligence before making any financial decisions.
____________________
LIKE.SHARE.SUBSCRIBE. 🔥
#interview #millionaire #business
Entrepreneurs shared their business failure story.
Go to https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw/join to get early access to BTS.
We interviewed business owners all over Malta asking them how they got rich.
We asked them about the most amount of money they have made in a year also asking for their career advice. Entrepreneurs shared their business failure, investment strategy, how to delegate with people/ We interviewed people in the sale industry, even planning industry, restaurant business and more. We have a lot of amazing content on the way just to make sure you stay tuned for more content next week.
Topic: Asking Millionaires How To Get Rich? (Malta) @valeextalks
- Let me know what you think of the episode!
- If you enjoy this video, please like and share it .
- Don't forget to subscribe to this channel for more updates .
⭕Subscribe now : https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw?sub_confirmation=1
✅ Follow us on Social Media 👇
- Tiktok - / https://www.tiktok.com/@valeextalks
Valeex IG links:
https://www.instagram.com/valeextalks/
Join the ValeexTalks community if you want to become a successful entrepreneur!
Watch our other video 👇
⏭ Asking People What They Do For a Living (Malta)
https://youtu.be/KM7A_P4uYPc
⏭ Asking Millionaires How To Get Rich? (Malta)
https://youtu.be/ha1OlV1gXY0
⏭ How Gen Z Is Building Wealth Faster Than Millennials.
https://youtu.be/uhbcQnlK3U4
Thank you for watching this video, click the "SUBSCRIBE" button
👍Subscribe link :
https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw?sub_confirmation=1
DISCLAIMER: @valeextalks does not provide tax, legal or accounting advice. Videos on this channel are for education and entertainment purposes only. Please do your own due diligence before making any financial decisions.
____________________
LIKE.SHARE.SUBSCRIBE. 🔥
#interview #millionaire #business
A look at the development of modern surnames in Sweden. It's actually pretty interesting if you ask me.
Note this is not an exhaustive history of surnames in E...
A look at the development of modern surnames in Sweden. It's actually pretty interesting if you ask me.
Note this is not an exhaustive history of surnames in Europe, or even in Sweden.
Sources:
Hedberg, J. (2021). Svenska efternamnsbyten 1920–1944. Bloggen New trends in Nordic Socio-onomastics.
Larsson, I. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Noreen, Erik & Adolf. (1907). Svenska familjenamn vid början av 1900-talet. Alfabetisk förteckning jämte statistiska och andra bilagor. Stockholm: Aktiebolaget Ljus.
Ryman, L. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Utterström. (1985). Släktnamn. Tillkomst och spridning i norrländska städer. Kungliga skytteanska samfundets handlingar, 29. Umeå: Nyheternas tryckeri.
Willson, K. (2012). Linguistic Models and Surname Diversification Strategies in Denmark and Sweden. Onoma, 47, 299-326.
Lag om personnamn. (SFS 2016:1013) §29 Gårdsnamn.
Chapters:
0:00 - Early Swedish "efternamn"
1:36 - What Surnames did Commoners Have?
4:02 - The Politics of Surnames
6:16 - Made-Up Surnames
6:58 - Ending & Credits
Written and Created by Me
Art by kvd102
Music by P. Almond
Thanks to my patrons!!
Patreon: https://www.patreon.com/user?u=73482298
Translations:
Mias - Portuguese
Leeuwe van den Heuvel - Dutch
pluiedev (w/ help from Anqi Chen) - Standard Mandarin
уля - Ukrainian
Le Napolitain - French
A look at the development of modern surnames in Sweden. It's actually pretty interesting if you ask me.
Note this is not an exhaustive history of surnames in Europe, or even in Sweden.
Sources:
Hedberg, J. (2021). Svenska efternamnsbyten 1920–1944. Bloggen New trends in Nordic Socio-onomastics.
Larsson, I. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Noreen, Erik & Adolf. (1907). Svenska familjenamn vid början av 1900-talet. Alfabetisk förteckning jämte statistiska och andra bilagor. Stockholm: Aktiebolaget Ljus.
Ryman, L. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Utterström. (1985). Släktnamn. Tillkomst och spridning i norrländska städer. Kungliga skytteanska samfundets handlingar, 29. Umeå: Nyheternas tryckeri.
Willson, K. (2012). Linguistic Models and Surname Diversification Strategies in Denmark and Sweden. Onoma, 47, 299-326.
Lag om personnamn. (SFS 2016:1013) §29 Gårdsnamn.
Chapters:
0:00 - Early Swedish "efternamn"
1:36 - What Surnames did Commoners Have?
4:02 - The Politics of Surnames
6:16 - Made-Up Surnames
6:58 - Ending & Credits
Written and Created by Me
Art by kvd102
Music by P. Almond
Thanks to my patrons!!
Patreon: https://www.patreon.com/user?u=73482298
Translations:
Mias - Portuguese
Leeuwe van den Heuvel - Dutch
pluiedev (w/ help from Anqi Chen) - Standard Mandarin
уля - Ukrainian
Le Napolitain - French
Hackerdashery #2
Inspired by the Complexity Zoo wiki: https://complexityzoo.uwaterloo.ca/Complexity_Zoo
For more advanced reading, I highly recommend Scott Aaronson's blog, Shtetl-Optimized: http://www.scottaaronson.com/blog/
-----
Retro-fabulous, cabinet-sized computers:
System/360: http://en.wikipedia.org/wiki/IBM_System/360
photo: "360-91-panel". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:360-91-panel.jpg#mediaviewer/File:360-91-panel.jpg
PDP-8: http://en.wikipedia.org/wiki/PDP-8
photo: "PDP-8". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:PDP-8.jpg#mediaviewer/File:PDP-8.jpg
-----
Protein folding illustration: "Protein folding schematic" by Tomixdf (talk) - Own work (Original tex...
MIT 6.046J Design and Analysis of Algorithms, Spring 2015
View the complete course: http://ocw.mit.edu/6-046JS15
Instructor: Erik Demaine
In this lecture, Professor Demaine introduces NP-completeness.
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
published: 13 Jun 2016
Does P = NP? | Complexity Theory Explained Visually
A visual explanation of p vs. np and the difference between polynomial vs exponential growth.
Dive deep into the enigma of complexity theory with my exploration of P vs. NP. This video delves into the fundamental principles that govern the computational universe, influenced by the brilliant minds of Von Neumann and Turing.
The origins of the universal machine and the Von Neumann architecture.
The conceptual leap from simple operations to complex algorithms.
How Von Neumann's EDVAC paved the way for modern computing.
The bottlenecks of time and space that challenge computation.
John Nash's groundbreaking perspective on computational growth.
The distinction between Polynomial (P) and Exponential (EXP) time problems.
The intriguing world of "easy to solve" vs. "hard to crack" algorithms.
Th...
published: 05 Oct 2017
P and NP - Georgia Tech - Computability, Complexity, Theory: Complexity
In this video, you'll get a comprehensive introduction to P and NP. If you enjoyed this video and want to dive deeper into the world of programming, computability, and more, then be sure to check out our full catalog: https://bit.ly/3Vr0uRo. Forge your future in tech with Udacity!
---
Connect with us on social! 🌐
Instagram: https://www.instagram.com/udacity/
LinkedIn: https://www.linkedin.com/school/udacity/
Facebook: https://www.facebook.com/Udacity/
X/Twitter: https://twitter.com/udacity
published: 23 Feb 2015
Understanding Time complexity intuitively, is it total crap in practice?
Spoiler, it's total crap sometimes, but you need to see this video to understand that
Join my discord: https://discord.gg/wDSm86keTU
My profiles:
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Relevant Keywords:
Time complexity tutorial
Asymptotic Time complexity
Competitive Programming
Analysis of algorithms
#timecomplexity #cpp #c #competitiveprogramming #tutorial
published: 01 May 2022
Introduction to Big O Notation and Time Complexity (Data Structures & Algorithms #7)
Big O notation and time complexity, explained.
Check out Brilliant.org (https://brilliant.org/CSDojo/), a website for learning math and computer science concepts through solving problems. First 200 subscribers will get 20% off through the link above.
Special thanks to Brilliant for sponsoring this video.
This was #7 of my data structures & algorithms series. You can find the entire series in a playlist here: https://goo.gl/wy3CWF
Also, keep in touch on Facebook: https://www.facebook.com/entercsdojo
published: 14 May 2018
Lecture 23: Computational Complexity
MIT 6.006 Introduction to Algorithms, Fall 2011
View the complete course: http://ocw.mit.edu/6-006F11
Instructor: Erik Demaine
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
published: 14 Jan 2013
The Complexity Class NP-complete
Textbooks:
Computational Complexity: A Modern Approach by S. Arora and B. Barak.
Algorithm Design by J. Kleinberg and E. Tardos.
Lecture slides by K. Wayne accompanying the latter textbook:
https://www.cs.princeton.edu/~wayne/kleinberg-tardos/
published: 22 Feb 2021
Growth of Complexity Function | Lecture 6 | DSA Complete Course | GATE DA | Puneet Kansal
Welcome to our comprehensive DSA course designed specifically for the GATE DA exam! Whether you're preparing for the GATE DA exam or looking to master DSA concepts, this course is perfect for you.
PPT Notes: https://drive.google.com/file/d/1VEOqaImF4tQHrj2ju1OGhBBzsvsJ2eAm/view?usp=sharing
Timestamps
00:58 - Growth of Complexity functions
02:26 - Method to compare complexity functions
15:08 - GATE-2017 PYQ
17: 26 - GATE-2001 PYQ
20:21 - GATE-1996 PYQ
LinkedIn:
https://www.linkedin.com/in/puneet-kansal-b077111a/
published: 29 Oct 2024
NP-complete - Complexity Theory - Design and Analysis of Algorithms
In this video I define a polynomial time reduction and use it to define the class of NP-complete problems. We also take a look at a simple reduction between clique and independent set.
Hackerdashery #2
Inspired by the Complexity Zoo wiki: https://complexityzoo.uwaterloo.ca/Complexity_Zoo
For more advanced reading, I highly recommend Scott Aa...
Hackerdashery #2
Inspired by the Complexity Zoo wiki: https://complexityzoo.uwaterloo.ca/Complexity_Zoo
For more advanced reading, I highly recommend Scott Aaronson's blog, Shtetl-Optimized: http://www.scottaaronson.com/blog/
-----
Retro-fabulous, cabinet-sized computers:
System/360: http://en.wikipedia.org/wiki/IBM_System/360
photo: "360-91-panel". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:360-91-panel.jpg#mediaviewer/File:360-91-panel.jpg
PDP-8: http://en.wikipedia.org/wiki/PDP-8
photo: "PDP-8". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:PDP-8.jpg#mediaviewer/File:PDP-8.jpg
-----
Protein folding illustration: "Protein folding schematic" by Tomixdf (talk) - Own work (Original text: “self-made”). Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:Protein_folding_schematic.png#mediaviewer/File:Protein_folding_schematic.png
P vs. NP opinion poll: http://www.cs.umd.edu/~gasarch/papers/poll2012.pdf
Hackerdashery #2
Inspired by the Complexity Zoo wiki: https://complexityzoo.uwaterloo.ca/Complexity_Zoo
For more advanced reading, I highly recommend Scott Aaronson's blog, Shtetl-Optimized: http://www.scottaaronson.com/blog/
-----
Retro-fabulous, cabinet-sized computers:
System/360: http://en.wikipedia.org/wiki/IBM_System/360
photo: "360-91-panel". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:360-91-panel.jpg#mediaviewer/File:360-91-panel.jpg
PDP-8: http://en.wikipedia.org/wiki/PDP-8
photo: "PDP-8". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:PDP-8.jpg#mediaviewer/File:PDP-8.jpg
-----
Protein folding illustration: "Protein folding schematic" by Tomixdf (talk) - Own work (Original text: “self-made”). Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:Protein_folding_schematic.png#mediaviewer/File:Protein_folding_schematic.png
P vs. NP opinion poll: http://www.cs.umd.edu/~gasarch/papers/poll2012.pdf
MIT 6.046J Design and Analysis of Algorithms, Spring 2015
View the complete course: http://ocw.mit.edu/6-046JS15
Instructor: Erik Demaine
In this lecture, Prof...
MIT 6.046J Design and Analysis of Algorithms, Spring 2015
View the complete course: http://ocw.mit.edu/6-046JS15
Instructor: Erik Demaine
In this lecture, Professor Demaine introduces NP-completeness.
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
MIT 6.046J Design and Analysis of Algorithms, Spring 2015
View the complete course: http://ocw.mit.edu/6-046JS15
Instructor: Erik Demaine
In this lecture, Professor Demaine introduces NP-completeness.
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
A visual explanation of p vs. np and the difference between polynomial vs exponential growth.
Dive deep into the enigma of complexity theory with my exploratio...
A visual explanation of p vs. np and the difference between polynomial vs exponential growth.
Dive deep into the enigma of complexity theory with my exploration of P vs. NP. This video delves into the fundamental principles that govern the computational universe, influenced by the brilliant minds of Von Neumann and Turing.
The origins of the universal machine and the Von Neumann architecture.
The conceptual leap from simple operations to complex algorithms.
How Von Neumann's EDVAC paved the way for modern computing.
The bottlenecks of time and space that challenge computation.
John Nash's groundbreaking perspective on computational growth.
The distinction between Polynomial (P) and Exponential (EXP) time problems.
The intriguing world of "easy to solve" vs. "hard to crack" algorithms.
The captivating realm of NP-complete problems and their significance in computing.
The 'shape of growth curve' and its impact on classifying computational problems.
Nested loops and their contribution to algorithmic complexity.
The concept of one-way functions and their critical role in computer security.
The practical implications of solving NP-complete problems.
The ongoing quest to define the boundary between P and NP.
The million-dollar question that stands at the pinnacle of computer science.
Join us on this intellectual voyage as we unravel the secrets of computational requirements, the intricacy of algorithms, and the pivotal problem that has mystified some of the greatest minds in mathematics and computer science.
Whether you're a seasoned programmer, a mathematics enthusiast, or simply curious about the inner workings of computers, this video is your gateway to understanding one of the most profound questions in computer science: Is P equal to NP?
Support new content: https://www.patreon.com/artoftheproblem
A visual explanation of p vs. np and the difference between polynomial vs exponential growth.
Dive deep into the enigma of complexity theory with my exploration of P vs. NP. This video delves into the fundamental principles that govern the computational universe, influenced by the brilliant minds of Von Neumann and Turing.
The origins of the universal machine and the Von Neumann architecture.
The conceptual leap from simple operations to complex algorithms.
How Von Neumann's EDVAC paved the way for modern computing.
The bottlenecks of time and space that challenge computation.
John Nash's groundbreaking perspective on computational growth.
The distinction between Polynomial (P) and Exponential (EXP) time problems.
The intriguing world of "easy to solve" vs. "hard to crack" algorithms.
The captivating realm of NP-complete problems and their significance in computing.
The 'shape of growth curve' and its impact on classifying computational problems.
Nested loops and their contribution to algorithmic complexity.
The concept of one-way functions and their critical role in computer security.
The practical implications of solving NP-complete problems.
The ongoing quest to define the boundary between P and NP.
The million-dollar question that stands at the pinnacle of computer science.
Join us on this intellectual voyage as we unravel the secrets of computational requirements, the intricacy of algorithms, and the pivotal problem that has mystified some of the greatest minds in mathematics and computer science.
Whether you're a seasoned programmer, a mathematics enthusiast, or simply curious about the inner workings of computers, this video is your gateway to understanding one of the most profound questions in computer science: Is P equal to NP?
Support new content: https://www.patreon.com/artoftheproblem
In this video, you'll get a comprehensive introduction to P and NP. If you enjoyed this video and want to dive deeper into the world of programming, computabili...
In this video, you'll get a comprehensive introduction to P and NP. If you enjoyed this video and want to dive deeper into the world of programming, computability, and more, then be sure to check out our full catalog: https://bit.ly/3Vr0uRo. Forge your future in tech with Udacity!
---
Connect with us on social! 🌐
Instagram: https://www.instagram.com/udacity/
LinkedIn: https://www.linkedin.com/school/udacity/
Facebook: https://www.facebook.com/Udacity/
X/Twitter: https://twitter.com/udacity
In this video, you'll get a comprehensive introduction to P and NP. If you enjoyed this video and want to dive deeper into the world of programming, computability, and more, then be sure to check out our full catalog: https://bit.ly/3Vr0uRo. Forge your future in tech with Udacity!
---
Connect with us on social! 🌐
Instagram: https://www.instagram.com/udacity/
LinkedIn: https://www.linkedin.com/school/udacity/
Facebook: https://www.facebook.com/Udacity/
X/Twitter: https://twitter.com/udacity
Spoiler, it's total crap sometimes, but you need to see this video to understand that
Join my discord: https://discord.gg/wDSm86keTU
My profiles:
Github: http...
Spoiler, it's total crap sometimes, but you need to see this video to understand that
Join my discord: https://discord.gg/wDSm86keTU
My profiles:
Github: https://github.com/prince776
Linkedin: https://www.linkedin.com/in/prince776
Twitter: https://twitter.com/codemasterCMC
Codeforces: https://codeforces.com/profile/codemastercpp
Codechef: https://www.codechef.com/users/codemastercpp
Atcoder: https://atcoder.jp/users/codemastercpp
Relevant Keywords:
Time complexity tutorial
Asymptotic Time complexity
Competitive Programming
Analysis of algorithms
#timecomplexity #cpp #c #competitiveprogramming #tutorial
Spoiler, it's total crap sometimes, but you need to see this video to understand that
Join my discord: https://discord.gg/wDSm86keTU
My profiles:
Github: https://github.com/prince776
Linkedin: https://www.linkedin.com/in/prince776
Twitter: https://twitter.com/codemasterCMC
Codeforces: https://codeforces.com/profile/codemastercpp
Codechef: https://www.codechef.com/users/codemastercpp
Atcoder: https://atcoder.jp/users/codemastercpp
Relevant Keywords:
Time complexity tutorial
Asymptotic Time complexity
Competitive Programming
Analysis of algorithms
#timecomplexity #cpp #c #competitiveprogramming #tutorial
Big O notation and time complexity, explained.
Check out Brilliant.org (https://brilliant.org/CSDojo/), a website for learning math and computer science concep...
Big O notation and time complexity, explained.
Check out Brilliant.org (https://brilliant.org/CSDojo/), a website for learning math and computer science concepts through solving problems. First 200 subscribers will get 20% off through the link above.
Special thanks to Brilliant for sponsoring this video.
This was #7 of my data structures & algorithms series. You can find the entire series in a playlist here: https://goo.gl/wy3CWF
Also, keep in touch on Facebook: https://www.facebook.com/entercsdojo
Big O notation and time complexity, explained.
Check out Brilliant.org (https://brilliant.org/CSDojo/), a website for learning math and computer science concepts through solving problems. First 200 subscribers will get 20% off through the link above.
Special thanks to Brilliant for sponsoring this video.
This was #7 of my data structures & algorithms series. You can find the entire series in a playlist here: https://goo.gl/wy3CWF
Also, keep in touch on Facebook: https://www.facebook.com/entercsdojo
MIT 6.006 Introduction to Algorithms, Fall 2011
View the complete course: http://ocw.mit.edu/6-006F11
Instructor: Erik Demaine
License: Creative Commons BY-NC-...
MIT 6.006 Introduction to Algorithms, Fall 2011
View the complete course: http://ocw.mit.edu/6-006F11
Instructor: Erik Demaine
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
MIT 6.006 Introduction to Algorithms, Fall 2011
View the complete course: http://ocw.mit.edu/6-006F11
Instructor: Erik Demaine
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
Textbooks:
Computational Complexity: A Modern Approach by S. Arora and B. Barak.
Algorithm Design by J. Kleinberg and E. Tardos.
Lecture slides by K. Wayne acc...
Textbooks:
Computational Complexity: A Modern Approach by S. Arora and B. Barak.
Algorithm Design by J. Kleinberg and E. Tardos.
Lecture slides by K. Wayne accompanying the latter textbook:
https://www.cs.princeton.edu/~wayne/kleinberg-tardos/
Textbooks:
Computational Complexity: A Modern Approach by S. Arora and B. Barak.
Algorithm Design by J. Kleinberg and E. Tardos.
Lecture slides by K. Wayne accompanying the latter textbook:
https://www.cs.princeton.edu/~wayne/kleinberg-tardos/
Welcome to our comprehensive DSA course designed specifically for the GATE DA exam! Whether you're preparing for the GATE DA exam or looking to master DSA conce...
Welcome to our comprehensive DSA course designed specifically for the GATE DA exam! Whether you're preparing for the GATE DA exam or looking to master DSA concepts, this course is perfect for you.
PPT Notes: https://drive.google.com/file/d/1VEOqaImF4tQHrj2ju1OGhBBzsvsJ2eAm/view?usp=sharing
Timestamps
00:58 - Growth of Complexity functions
02:26 - Method to compare complexity functions
15:08 - GATE-2017 PYQ
17: 26 - GATE-2001 PYQ
20:21 - GATE-1996 PYQ
LinkedIn:
https://www.linkedin.com/in/puneet-kansal-b077111a/
Welcome to our comprehensive DSA course designed specifically for the GATE DA exam! Whether you're preparing for the GATE DA exam or looking to master DSA concepts, this course is perfect for you.
PPT Notes: https://drive.google.com/file/d/1VEOqaImF4tQHrj2ju1OGhBBzsvsJ2eAm/view?usp=sharing
Timestamps
00:58 - Growth of Complexity functions
02:26 - Method to compare complexity functions
15:08 - GATE-2017 PYQ
17: 26 - GATE-2001 PYQ
20:21 - GATE-1996 PYQ
LinkedIn:
https://www.linkedin.com/in/puneet-kansal-b077111a/
In this video I define a polynomial time reduction and use it to define the class of NP-complete problems. We also take a look at a simple reduction between cl...
In this video I define a polynomial time reduction and use it to define the class of NP-complete problems. We also take a look at a simple reduction between clique and independent set.
In this video I define a polynomial time reduction and use it to define the class of NP-complete problems. We also take a look at a simple reduction between clique and independent set.
Hi, My name is MaxLee, I’m a native Chinese.
I am here to help you feel confident, easy, and fun when writing Chinese Characters.
Please SUBSCRIBE, LIKE, SHARE, and COMMENT on my videos! I really appreciate it. Thanks!
==================================
🔥Link to the whole HSK 3.0 Level 1 vocabulary (500 words):
https://www.youtube.com/watch?v=c5OHwbM9e-Q
🌸Link to the HSK 3.0 Level 1 vocabulary video (WITH TRADITIONAL CHINESE MUSIC VERSION):
https://www.youtube.com/watch?v=8t77f9yHHwI&t=239s
😊Want to learn Chinese handwriting, welcome to:
https://www.youtube.com/@lovechinesecharacters/featured
😊Want to learn Chinese speaking, welcome to:
https://www.youtube.com/@maxleethechinese
==================================
Writing characters in the correct stroke order can greatly facilitate learning and memorization. Correct stroke order is also vital in producing visually appealing characters.
| #learnmandarin #learnchinese #chinese #mandarin #chinesecharacters #chineseproficiencytest #chinesetoefl #mandarinchinese #hsktest #hsk1 #hsk #how #howto #speakchinese #pronouciation #hsk #hsk1 vocabulary #nativeChinesehandwriting
Entrepreneurs shared their business failure story.
Go to https://www.youtube.com/channel/UCPrTzIE9PEbr6iM5h2t9qMw/join to get early access to BTS.
We interviewed business owners all over Malta asking them how they got rich.
We asked them about the most amount of money they have made in a year also asking for their career advice. Entrepreneurs shared their business failure, investment strategy, how to delegate with people/ We interviewed people in the sale industry, even planning industry, restaurant business and more. We have a lot of amazing content on the way just to make sure you stay tuned for more content next week.
Topic: Asking Millionaires How To Get Rich? (Malta) @valeextalks
- Let me know what you think of the episode!
- If you enjoy this video, please like and share it .
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Join the ValeexTalks community if you want to become a successful entrepreneur!
Watch our other video 👇
⏭ Asking People What They Do For a Living (Malta)
https://youtu.be/KM7A_P4uYPc
⏭ Asking Millionaires How To Get Rich? (Malta)
https://youtu.be/ha1OlV1gXY0
⏭ How Gen Z Is Building Wealth Faster Than Millennials.
https://youtu.be/uhbcQnlK3U4
Thank you for watching this video, click the "SUBSCRIBE" button
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DISCLAIMER: @valeextalks does not provide tax, legal or accounting advice. Videos on this channel are for education and entertainment purposes only. Please do your own due diligence before making any financial decisions.
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#interview #millionaire #business
A look at the development of modern surnames in Sweden. It's actually pretty interesting if you ask me.
Note this is not an exhaustive history of surnames in Europe, or even in Sweden.
Sources:
Hedberg, J. (2021). Svenska efternamnsbyten 1920–1944. Bloggen New trends in Nordic Socio-onomastics.
Larsson, I. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Noreen, Erik & Adolf. (1907). Svenska familjenamn vid början av 1900-talet. Alfabetisk förteckning jämte statistiska och andra bilagor. Stockholm: Aktiebolaget Ljus.
Ryman, L. (2013) Namn och namnforskning. Ett levande läromedel om ortnamn, personnamn och andra namn. Ed. by Staffan Nyström (main ed.), Eva Brylla & al. Version 1. Uppsala.
Utterström. (1985). Släktnamn. Tillkomst och spridning i norrländska städer. Kungliga skytteanska samfundets handlingar, 29. Umeå: Nyheternas tryckeri.
Willson, K. (2012). Linguistic Models and Surname Diversification Strategies in Denmark and Sweden. Onoma, 47, 299-326.
Lag om personnamn. (SFS 2016:1013) §29 Gårdsnamn.
Chapters:
0:00 - Early Swedish "efternamn"
1:36 - What Surnames did Commoners Have?
4:02 - The Politics of Surnames
6:16 - Made-Up Surnames
6:58 - Ending & Credits
Written and Created by Me
Art by kvd102
Music by P. Almond
Thanks to my patrons!!
Patreon: https://www.patreon.com/user?u=73482298
Translations:
Mias - Portuguese
Leeuwe van den Heuvel - Dutch
pluiedev (w/ help from Anqi Chen) - Standard Mandarin
уля - Ukrainian
Le Napolitain - French
Hackerdashery #2
Inspired by the Complexity Zoo wiki: https://complexityzoo.uwaterloo.ca/Complexity_Zoo
For more advanced reading, I highly recommend Scott Aaronson's blog, Shtetl-Optimized: http://www.scottaaronson.com/blog/
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Retro-fabulous, cabinet-sized computers:
System/360: http://en.wikipedia.org/wiki/IBM_System/360
photo: "360-91-panel". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:360-91-panel.jpg#mediaviewer/File:360-91-panel.jpg
PDP-8: http://en.wikipedia.org/wiki/PDP-8
photo: "PDP-8". Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:PDP-8.jpg#mediaviewer/File:PDP-8.jpg
-----
Protein folding illustration: "Protein folding schematic" by Tomixdf (talk) - Own work (Original text: “self-made”). Licensed under Public domain via Wikimedia Commons - http://commons.wikimedia.org/wiki/File:Protein_folding_schematic.png#mediaviewer/File:Protein_folding_schematic.png
P vs. NP opinion poll: http://www.cs.umd.edu/~gasarch/papers/poll2012.pdf
MIT 6.046J Design and Analysis of Algorithms, Spring 2015
View the complete course: http://ocw.mit.edu/6-046JS15
Instructor: Erik Demaine
In this lecture, Professor Demaine introduces NP-completeness.
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
A visual explanation of p vs. np and the difference between polynomial vs exponential growth.
Dive deep into the enigma of complexity theory with my exploration of P vs. NP. This video delves into the fundamental principles that govern the computational universe, influenced by the brilliant minds of Von Neumann and Turing.
The origins of the universal machine and the Von Neumann architecture.
The conceptual leap from simple operations to complex algorithms.
How Von Neumann's EDVAC paved the way for modern computing.
The bottlenecks of time and space that challenge computation.
John Nash's groundbreaking perspective on computational growth.
The distinction between Polynomial (P) and Exponential (EXP) time problems.
The intriguing world of "easy to solve" vs. "hard to crack" algorithms.
The captivating realm of NP-complete problems and their significance in computing.
The 'shape of growth curve' and its impact on classifying computational problems.
Nested loops and their contribution to algorithmic complexity.
The concept of one-way functions and their critical role in computer security.
The practical implications of solving NP-complete problems.
The ongoing quest to define the boundary between P and NP.
The million-dollar question that stands at the pinnacle of computer science.
Join us on this intellectual voyage as we unravel the secrets of computational requirements, the intricacy of algorithms, and the pivotal problem that has mystified some of the greatest minds in mathematics and computer science.
Whether you're a seasoned programmer, a mathematics enthusiast, or simply curious about the inner workings of computers, this video is your gateway to understanding one of the most profound questions in computer science: Is P equal to NP?
Support new content: https://www.patreon.com/artoftheproblem
In this video, you'll get a comprehensive introduction to P and NP. If you enjoyed this video and want to dive deeper into the world of programming, computability, and more, then be sure to check out our full catalog: https://bit.ly/3Vr0uRo. Forge your future in tech with Udacity!
---
Connect with us on social! 🌐
Instagram: https://www.instagram.com/udacity/
LinkedIn: https://www.linkedin.com/school/udacity/
Facebook: https://www.facebook.com/Udacity/
X/Twitter: https://twitter.com/udacity
Spoiler, it's total crap sometimes, but you need to see this video to understand that
Join my discord: https://discord.gg/wDSm86keTU
My profiles:
Github: https://github.com/prince776
Linkedin: https://www.linkedin.com/in/prince776
Twitter: https://twitter.com/codemasterCMC
Codeforces: https://codeforces.com/profile/codemastercpp
Codechef: https://www.codechef.com/users/codemastercpp
Atcoder: https://atcoder.jp/users/codemastercpp
Relevant Keywords:
Time complexity tutorial
Asymptotic Time complexity
Competitive Programming
Analysis of algorithms
#timecomplexity #cpp #c #competitiveprogramming #tutorial
Big O notation and time complexity, explained.
Check out Brilliant.org (https://brilliant.org/CSDojo/), a website for learning math and computer science concepts through solving problems. First 200 subscribers will get 20% off through the link above.
Special thanks to Brilliant for sponsoring this video.
This was #7 of my data structures & algorithms series. You can find the entire series in a playlist here: https://goo.gl/wy3CWF
Also, keep in touch on Facebook: https://www.facebook.com/entercsdojo
MIT 6.006 Introduction to Algorithms, Fall 2011
View the complete course: http://ocw.mit.edu/6-006F11
Instructor: Erik Demaine
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
Textbooks:
Computational Complexity: A Modern Approach by S. Arora and B. Barak.
Algorithm Design by J. Kleinberg and E. Tardos.
Lecture slides by K. Wayne accompanying the latter textbook:
https://www.cs.princeton.edu/~wayne/kleinberg-tardos/
Welcome to our comprehensive DSA course designed specifically for the GATE DA exam! Whether you're preparing for the GATE DA exam or looking to master DSA concepts, this course is perfect for you.
PPT Notes: https://drive.google.com/file/d/1VEOqaImF4tQHrj2ju1OGhBBzsvsJ2eAm/view?usp=sharing
Timestamps
00:58 - Growth of Complexity functions
02:26 - Method to compare complexity functions
15:08 - GATE-2017 PYQ
17: 26 - GATE-2001 PYQ
20:21 - GATE-1996 PYQ
LinkedIn:
https://www.linkedin.com/in/puneet-kansal-b077111a/
In this video I define a polynomial time reduction and use it to define the class of NP-complete problems. We also take a look at a simple reduction between clique and independent set.