-
FAME 22 CAGE Special: Road to Stadium (Nitro, Marcoń, Najman, Wronek i inni...)
❗ GALA JUŻ ZA 3 DNI, KUP PPV ➡️ https://famemma.tv/
UWAGA! ▸ Program może zawierać treści nieodpowiednie dla osób małoletnich, takie jak agresja słowna oraz wulgarne słownictwo. Program może być również nieodpowiedni dla osób wrażliwych na przemoc.
🚘 BMW M3 czy WALKA NA FAME? ➡️ https://fame22.pl/
📺 Oglądaj FAME 22 z CANAL+ online ➡️ https://pl.canalplus.com/oferta-online/22-gala-fame
—————————————————————————
Już dziś o 20:00 kolejny program z serii CAGE Special, jednak tym razem naprawdę wyjątkowy… ❤️🔥
Jak doskonale wiecie, już za 3 dni wspólnie zobaczymy największą galę w naszej federacji, czyli FAME 22: Ultimate! 💥 To będzie wspaniałe widowisko, które zapisze się kartach historii, przekroczy limity oraz pobije wszelkie rekordy. 🙌🫶 Nim jednak to się wydarzy, chcielibyśmy na chwilę...
published: 28 Aug 2024
-
【動畫組】2022 巴哈姆特 ACG 創作大賽 - CAGE
作品名稱:CAGE
作者名稱:鹿路吾唯
作品簡介:
渴望天使的愛的惡魔,為了讓天使接受他不惜將他關在牢籠之內,甚至做出了傷害天使手足的事,然而這些舉動卻也造成了不可逆的嚴重後果。
即日起至 2022/7/15,人氣作品選拔中,投下支持創作的一票!
投他一票:https://prj.gamer.com.tw/acgaward/2022/demo.php?t=1&sn=90
published: 20 Jun 2022
-
Cage
Provided to YouTube by Sony Music Labels Inc.
Cage · SawanoHiroyuki[nZk] · Tielle
Binary Star/Cage
℗ 2018 SACRA MUSIC
Released on: 2018-04-25
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Arranger, Composer: Hiroyuki Sawano
Lyricist: Benjamin Anderson
Lyricist: Mpi
Auto-generated by YouTube.
published: 04 Aug 2021
-
WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *Panel 1 i 2*
Zagraj z nami w FootballTeam I odbierz 50 000 energii na start! 😎
► https://ftgame.app/wybitneshoty
✅WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *Panel 1 i 2*
✅Nuta z outro: https://www.youtube.com/watch?v=NdaWQi7bWJI&t=0s
✅Kontakt: [email protected]
#natanmarcon #polak #boxdel #najman #pasut #fame #cage #najlepszemomenty seb4 ebe ebe wybitne shoty
published: 28 Aug 2024
-
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
#김현중 #KIMHYUNJOONG #WELCOME_TO_MY_CAGE
#CAGE
———————————————————————————
난 여전히 busy busy big business
Not finish ring ring
그동안 즐겨왔지 너네 시시비비 모든 가십거리
날 부수고 싶겠지만
어쩌나 여전히 잘나간다
Oh Wait wait 오해하지 마, 니 밥그릇 안 쳐다보니까
Never run 겸손하게 get in G90
Never gone 너와는 확연히 확 다른 ma fancy
내 여유 있는 걸음걸음
변하지 않는 my name value
거침없이 날아가 바람과 천 윙윙
I gonna never die still with my vibe
지독한 싸움의 끝, 내 깃발은 올라가
I never give up fuck 난 다시 가 더 high
Life is like funny rollercoaster
Welcome to my cage
I see the fear
Looking in your face
Just Blow blow blow
Welcome to my stage
I'll never fail
I'm looking at my fans
I know a lot of people praying for my downfall
하지만 다른 결말, 정진 이게 나다운 것
네 웃음소린 like ant never 닿지 않아 난 거인 bigger
than you all time
뛰는 놈 나는 놈 위에 난 난 놈 미친 폼
I gonna never ...
published: 07 Aug 2024
-
Cage (NTv)
Provided to YouTube by Sony Music Labels Inc.
Cage (NTv) · SawanoHiroyuki[nZk] · Tielle
Narrative NOISEofRAIN
℗ 2018 SACRA MUSIC
Released on: 2018-11-28
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Lyricist: Benjamin
Lyricist: Mpi
Auto-generated by YouTube.
published: 04 Aug 2021
-
လွယ်လင့်တကူ နိုင်မယ်ထင် စမ်းကြည့်လိုက်လေ လို့ အာဒိုဂန် ကို တုန့်ပြန်လိုက်တဲ့ အောင်လ
-----------------
စိတ်ဝင်စားဖို့ကောင်းတဲ့ နောက်ဆုံးရ MMA သတင်းတွေကို အောက်မှာပြထားတဲ့ ကျနော်တို့ ရဲ့ Social Media အကောင့်တွေမှာလဲ ဝင်ရောက် ကြည့်ရှူနိုင်ပါတယ် ခင်ဗျာ။
𝐘𝐨𝐮𝐓𝐮𝐛𝐞 - 👉 https://youtu.be/H2-Qq7-l0m8 👈
𝐓𝐞𝐥𝐞𝐠𝐫𝐚𝐦 𝐂𝐡𝐚𝐧𝐧𝐞𝐥 - 👉 https://t.me/CageFight 👈
𝐓𝐢𝐤𝐓𝐨𝐤 - 👉 https://www.tiktok.com/@cagefightmyanmar 👈
𝐓𝐰𝐢𝐭𝐭𝐞𝐫 - 👉 https://twitter.com/CageFightMM 👈
🙏🙏 ကျေးဇူးပြုပြီး ကျနော်တို့ ကို အားပေးတယ်ဆိုရင် မြန်မာပြည်က ပရိသတ်တွေ အနေနဲ့ 𝑽𝑷𝑵 ခံပြီး ကြည့်ပေးကြပါ ခင်ဗျ 🙏
published: 26 Aug 2024
-
FAME 22 CAGE SPECIAL, ALE BEZ ZMUŁY (NAJMAN, NITRO, NATAN MARCOŃ)
Z kodem HERMAN zgarnij darmową skrzynkę i 5% bonusu przy doładowaniu: https://g4skins.com/ref/HERMAN
Zasubskrybuj i bądź na bieżąco: https://tiny.pl/c581l (link skrócony)
Obserwuj Hermana:
Instagram: https://www.instagram.com/marcel.hermanowski/
Facebook: https://www.facebook.com/ToJaHerman
TikTok: https://www.tiktok.com/@toja.herman
Twitter: https://twitter.com/ToJaHerman
Współpraca komercyjna: [email protected]
Materiał zawiera lokowania produktu.
Przedstawiony film jest zalecany dla osób powyżej 16 roku życia.
published: 28 Aug 2024
-
cage to catch birds and chickens #happylife #enjoylife #relax
#shorts #bracelet
published: 28 Aug 2024
-
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
Subscribe here: https://www.youtube.com/@225azertyuiop
Performed by: PAUSE
Recorded @: Hkz Studios
Prod by: Draconic
Mix by: Teaslax
Master by: KOKA
Artwork by: Hatim Bahia
Links:
-------
- PAUSE: https://www.instagram.com/pause_officiel
- Teaslax: https://www.instagram.com/teaslax
- Draconic: https://www.instagram.com/draconic_xvi
- KOKA: https://www.instagram.com/kokatheproducer
- Hatim Bahia: https://www.instagram.com/hatimbahia
- Hkz Studios: https://www.instagram.com/hkzprod
-------
For booking and business inquiries contact PAUSE manager via email: [email protected]
© 2023 PAUSE © Copyright, All rights reserved.
Copyright 2023©
♪Listen to Pause on the digital platforms:
https://pausee.lnk.to/Platforms
Digital Dist...
published: 18 Feb 2023
2:27:55
FAME 22 CAGE Special: Road to Stadium (Nitro, Marcoń, Najman, Wronek i inni...)
❗ GALA JUŻ ZA 3 DNI, KUP PPV ➡️ https://famemma.tv/
UWAGA! ▸ Program może zawierać treści nieodpowiednie dla osób małoletnich, takie jak agresja słowna oraz w...
❗ GALA JUŻ ZA 3 DNI, KUP PPV ➡️ https://famemma.tv/
UWAGA! ▸ Program może zawierać treści nieodpowiednie dla osób małoletnich, takie jak agresja słowna oraz wulgarne słownictwo. Program może być również nieodpowiedni dla osób wrażliwych na przemoc.
🚘 BMW M3 czy WALKA NA FAME? ➡️ https://fame22.pl/
📺 Oglądaj FAME 22 z CANAL+ online ➡️ https://pl.canalplus.com/oferta-online/22-gala-fame
—————————————————————————
Już dziś o 20:00 kolejny program z serii CAGE Special, jednak tym razem naprawdę wyjątkowy… ❤️🔥
Jak doskonale wiecie, już za 3 dni wspólnie zobaczymy największą galę w naszej federacji, czyli FAME 22: Ultimate! 💥 To będzie wspaniałe widowisko, które zapisze się kartach historii, przekroczy limity oraz pobije wszelkie rekordy. 🙌🫶 Nim jednak to się wydarzy, chcielibyśmy na chwilę powrócić do korzeni i początków naszych gal i przeżyć to raz jeszcze z najwyraźniejszymi postaciami federacji FAME! 👀🍿
Wróćmy do początków! 👏🔥 Na dzisiejszym wyjątkowym programie w naszym studio zagoszczą między innymi: legendarny rycerz z gali FAME 1, pierwszy przeciwnik obecnego mistrza turnieju K-1, Wiewióra – Michał Handke oraz cała paczka innych, ciekawych osób, które doskonale znacie jako fani naszej organizacji, którą budujemy już od ponad 6 lat! 🥹❤️
To będzie niezwykle piękny program! 😊 Nie możecie go przegapić❗
—————————————————————————
FAME 22: Ultimate
Sobota, 31 sierpnia 2024 / 19:30
PGE Narodowy, Warszawa
—————————————————————————
Obserwuj nas na:
Instagram → https://www.instagram.com/famemmatv/
X (Twitter) → https://twitter.com/famemmatv
TikTok → https://www.tiktok.com/@famemma
Facebook → https://www.facebook.com/famemmatv/
Oficjalny bukmacher gali → https://bit.ly/betclic-polska
Sprzęt treningowy zapewnia DBX Bushido - https://bushido-sport.pl/
Partner techniczny → https://extremehobby.com/
Patron medialny:
→ https://eska.pl/
→ https://eskarock.pl/
→ https://se.pl/
Partner medyczny → https://www.mml.com.pl/
Sprawdźcie nasz FAME Token: https://famemma.io
https://wn.com/Fame_22_Cage_Special_Road_To_Stadium_(Nitro,_Marcoń,_Najman,_Wronek_I_Inni...)
❗ GALA JUŻ ZA 3 DNI, KUP PPV ➡️ https://famemma.tv/
UWAGA! ▸ Program może zawierać treści nieodpowiednie dla osób małoletnich, takie jak agresja słowna oraz wulgarne słownictwo. Program może być również nieodpowiedni dla osób wrażliwych na przemoc.
🚘 BMW M3 czy WALKA NA FAME? ➡️ https://fame22.pl/
📺 Oglądaj FAME 22 z CANAL+ online ➡️ https://pl.canalplus.com/oferta-online/22-gala-fame
—————————————————————————
Już dziś o 20:00 kolejny program z serii CAGE Special, jednak tym razem naprawdę wyjątkowy… ❤️🔥
Jak doskonale wiecie, już za 3 dni wspólnie zobaczymy największą galę w naszej federacji, czyli FAME 22: Ultimate! 💥 To będzie wspaniałe widowisko, które zapisze się kartach historii, przekroczy limity oraz pobije wszelkie rekordy. 🙌🫶 Nim jednak to się wydarzy, chcielibyśmy na chwilę powrócić do korzeni i początków naszych gal i przeżyć to raz jeszcze z najwyraźniejszymi postaciami federacji FAME! 👀🍿
Wróćmy do początków! 👏🔥 Na dzisiejszym wyjątkowym programie w naszym studio zagoszczą między innymi: legendarny rycerz z gali FAME 1, pierwszy przeciwnik obecnego mistrza turnieju K-1, Wiewióra – Michał Handke oraz cała paczka innych, ciekawych osób, które doskonale znacie jako fani naszej organizacji, którą budujemy już od ponad 6 lat! 🥹❤️
To będzie niezwykle piękny program! 😊 Nie możecie go przegapić❗
—————————————————————————
FAME 22: Ultimate
Sobota, 31 sierpnia 2024 / 19:30
PGE Narodowy, Warszawa
—————————————————————————
Obserwuj nas na:
Instagram → https://www.instagram.com/famemmatv/
X (Twitter) → https://twitter.com/famemmatv
TikTok → https://www.tiktok.com/@famemma
Facebook → https://www.facebook.com/famemmatv/
Oficjalny bukmacher gali → https://bit.ly/betclic-polska
Sprzęt treningowy zapewnia DBX Bushido - https://bushido-sport.pl/
Partner techniczny → https://extremehobby.com/
Patron medialny:
→ https://eska.pl/
→ https://eskarock.pl/
→ https://se.pl/
Partner medyczny → https://www.mml.com.pl/
Sprawdźcie nasz FAME Token: https://famemma.io
- published: 28 Aug 2024
- views: 613233
3:23
【動畫組】2022 巴哈姆特 ACG 創作大賽 - CAGE
作品名稱:CAGE
作者名稱:鹿路吾唯
作品簡介:
渴望天使的愛的惡魔,為了讓天使接受他不惜將他關在牢籠之內,甚至做出了傷害天使手足的事,然而這些舉動卻也造成了不可逆的嚴重後果。
即日起至 2022/7/15,人氣作品選拔中,投下支持創作的一票!
投他一票:https://prj.gamer.com.tw/acg...
作品名稱:CAGE
作者名稱:鹿路吾唯
作品簡介:
渴望天使的愛的惡魔,為了讓天使接受他不惜將他關在牢籠之內,甚至做出了傷害天使手足的事,然而這些舉動卻也造成了不可逆的嚴重後果。
即日起至 2022/7/15,人氣作品選拔中,投下支持創作的一票!
投他一票:https://prj.gamer.com.tw/acgaward/2022/demo.php?t=1&sn=90
https://wn.com/【動畫組】2022_巴哈姆特_Acg_創作大賽_Cage
作品名稱:CAGE
作者名稱:鹿路吾唯
作品簡介:
渴望天使的愛的惡魔,為了讓天使接受他不惜將他關在牢籠之內,甚至做出了傷害天使手足的事,然而這些舉動卻也造成了不可逆的嚴重後果。
即日起至 2022/7/15,人氣作品選拔中,投下支持創作的一票!
投他一票:https://prj.gamer.com.tw/acgaward/2022/demo.php?t=1&sn=90
- published: 20 Jun 2022
- views: 5007486
4:45
Cage
Provided to YouTube by Sony Music Labels Inc.
Cage · SawanoHiroyuki[nZk] · Tielle
Binary Star/Cage
℗ 2018 SACRA MUSIC
Released on: 2018-04-25
Associated P...
Provided to YouTube by Sony Music Labels Inc.
Cage · SawanoHiroyuki[nZk] · Tielle
Binary Star/Cage
℗ 2018 SACRA MUSIC
Released on: 2018-04-25
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Arranger, Composer: Hiroyuki Sawano
Lyricist: Benjamin Anderson
Lyricist: Mpi
Auto-generated by YouTube.
https://wn.com/Cage
Provided to YouTube by Sony Music Labels Inc.
Cage · SawanoHiroyuki[nZk] · Tielle
Binary Star/Cage
℗ 2018 SACRA MUSIC
Released on: 2018-04-25
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Arranger, Composer: Hiroyuki Sawano
Lyricist: Benjamin Anderson
Lyricist: Mpi
Auto-generated by YouTube.
- published: 04 Aug 2021
- views: 6052498
23:02
WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *Panel 1 i 2*
Zagraj z nami w FootballTeam I odbierz 50 000 energii na start! 😎
► https://ftgame.app/wybitneshoty
✅WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *...
Zagraj z nami w FootballTeam I odbierz 50 000 energii na start! 😎
► https://ftgame.app/wybitneshoty
✅WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *Panel 1 i 2*
✅Nuta z outro: https://www.youtube.com/watch?v=NdaWQi7bWJI&t=0s
✅Kontakt:
[email protected]
#natanmarcon #polak #boxdel #najman #pasut #fame #cage #najlepszemomenty seb4 ebe ebe wybitne shoty
https://wn.com/Wszystko_Lata_Cage_Special_Fame_22_Najlepsze_Momenty_Panel_1_I_2
Zagraj z nami w FootballTeam I odbierz 50 000 energii na start! 😎
► https://ftgame.app/wybitneshoty
✅WSZYSTKO LATA - CAGE SPECIAL FAME 22 - NAJLEPSZE MOMENTY *Panel 1 i 2*
✅Nuta z outro: https://www.youtube.com/watch?v=NdaWQi7bWJI&t=0s
✅Kontakt:
[email protected]
#natanmarcon #polak #boxdel #najman #pasut #fame #cage #najlepszemomenty seb4 ebe ebe wybitne shoty
- published: 28 Aug 2024
- views: 117701
3:03
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
#김현중 #KIMHYUNJOONG #WELCOME_TO_MY_CAGE
#CAGE
———————————————————————————
난 여전히 busy busy big business
Not finis...
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
#김현중 #KIMHYUNJOONG #WELCOME_TO_MY_CAGE
#CAGE
———————————————————————————
난 여전히 busy busy big business
Not finish ring ring
그동안 즐겨왔지 너네 시시비비 모든 가십거리
날 부수고 싶겠지만
어쩌나 여전히 잘나간다
Oh Wait wait 오해하지 마, 니 밥그릇 안 쳐다보니까
Never run 겸손하게 get in G90
Never gone 너와는 확연히 확 다른 ma fancy
내 여유 있는 걸음걸음
변하지 않는 my name value
거침없이 날아가 바람과 천 윙윙
I gonna never die still with my vibe
지독한 싸움의 끝, 내 깃발은 올라가
I never give up fuck 난 다시 가 더 high
Life is like funny rollercoaster
Welcome to my cage
I see the fear
Looking in your face
Just Blow blow blow
Welcome to my stage
I'll never fail
I'm looking at my fans
I know a lot of people praying for my downfall
하지만 다른 결말, 정진 이게 나다운 것
네 웃음소린 like ant never 닿지 않아 난 거인 bigger
than you all time
뛰는 놈 나는 놈 위에 난 난 놈 미친 폼
I gonna never die still with my vibe
지독한 싸움의 끝, 내 깃발은 올라가
I never give up fuck 난 다시 가 더 high
Life is like funny rollercoaster
Welcome to my cage
I see the fear
Looking in your face
Just Blow blow blow
Welcome to my stage
I'll never fail
I'm looking at my fans
WE GO JUST GO
뜨거운 함성
어제의 적이지만 지금 우린 한편
JUST ROCK AND ROLL 미친 듯 LOUDER
WE HAVE TO PARTY AND SING UNTIL THE END
WE GO JUST GO
뜨거운 함성
어제의 적이지만 지금 우린 한편
JUST ROCK AND ROLL 미친 듯 LOUDER
WE HAVE TO PARTY AND SING UNTIL THE END
———————————————————————————
Composed by_Kim Hyunjoong / Park Junhyung / Lim Jeonggil
Lyrics by_Kim Hyunjoong / Lim Jeonggil
Arranged by_Kim Hyunjoong / Park Junhyung
Mixed by_Kim Bojong
Mastered by_Kwon Namwoo
———————————————————————————
Artist_Kim Hyunjoong
Dance Crew_Kang Gimin / Kim Seungwoo / Handoze / Seunghun / Lee Youjong / Lee Jemin
EP_Lim Jeongsoo
PD_Seo Seungkyo / Oh Yeyoung
Director_Choi Joowon
AD_Kim Sooha
Yeoun Herin / Lee Sanghak / Cha Hyeonseo
D.O.P_Hwang Nakwon
Kang Zooee / Lee Namjun / Ahn Jaewon / Gim Myeongsu
Gaffer_Choi Yonghwan
Kang Hyunwoo / Seok Jeongho / Kim Hyejin / Cha Minsu / Kim Nansoo / Park Junhyung / Joeng Haesang
Jimmy Jib_Ji Youngu / You Jinho / Bae Eaentack / You Seungjun
Drone_Jeon Baewon / Han Dongrok
Art Director_Cho Sumin
Woo Kyeongmyeong / Hong Juhyun
Stylist_Jung Youli / Lee Yumi
Management_Shin Daehwa / Lee Juhan / Jung Moonkyung
Post Production Managed by_Choi Joowon
D.I_Lee Choelmin
2D_Kim Minji
Title Design_Lim Miae
--------------------------------------
For more information @
http://www.hyun-joong.com
https://www.instagram.com/hyunjoong860606
http://www.facebook.com/kimhyunjoong
https://twitter.com/khj_heneciatwt
http://weibo.com/hyunjoongk
https://vk.com/id662042473
https://wn.com/Kimhyunjoong(김현중)_Cage_Official_Music_Video
KIMHYUNJOONG(김현중) - CAGE [Official Music Video]
#김현중 #KIMHYUNJOONG #WELCOME_TO_MY_CAGE
#CAGE
———————————————————————————
난 여전히 busy busy big business
Not finish ring ring
그동안 즐겨왔지 너네 시시비비 모든 가십거리
날 부수고 싶겠지만
어쩌나 여전히 잘나간다
Oh Wait wait 오해하지 마, 니 밥그릇 안 쳐다보니까
Never run 겸손하게 get in G90
Never gone 너와는 확연히 확 다른 ma fancy
내 여유 있는 걸음걸음
변하지 않는 my name value
거침없이 날아가 바람과 천 윙윙
I gonna never die still with my vibe
지독한 싸움의 끝, 내 깃발은 올라가
I never give up fuck 난 다시 가 더 high
Life is like funny rollercoaster
Welcome to my cage
I see the fear
Looking in your face
Just Blow blow blow
Welcome to my stage
I'll never fail
I'm looking at my fans
I know a lot of people praying for my downfall
하지만 다른 결말, 정진 이게 나다운 것
네 웃음소린 like ant never 닿지 않아 난 거인 bigger
than you all time
뛰는 놈 나는 놈 위에 난 난 놈 미친 폼
I gonna never die still with my vibe
지독한 싸움의 끝, 내 깃발은 올라가
I never give up fuck 난 다시 가 더 high
Life is like funny rollercoaster
Welcome to my cage
I see the fear
Looking in your face
Just Blow blow blow
Welcome to my stage
I'll never fail
I'm looking at my fans
WE GO JUST GO
뜨거운 함성
어제의 적이지만 지금 우린 한편
JUST ROCK AND ROLL 미친 듯 LOUDER
WE HAVE TO PARTY AND SING UNTIL THE END
WE GO JUST GO
뜨거운 함성
어제의 적이지만 지금 우린 한편
JUST ROCK AND ROLL 미친 듯 LOUDER
WE HAVE TO PARTY AND SING UNTIL THE END
———————————————————————————
Composed by_Kim Hyunjoong / Park Junhyung / Lim Jeonggil
Lyrics by_Kim Hyunjoong / Lim Jeonggil
Arranged by_Kim Hyunjoong / Park Junhyung
Mixed by_Kim Bojong
Mastered by_Kwon Namwoo
———————————————————————————
Artist_Kim Hyunjoong
Dance Crew_Kang Gimin / Kim Seungwoo / Handoze / Seunghun / Lee Youjong / Lee Jemin
EP_Lim Jeongsoo
PD_Seo Seungkyo / Oh Yeyoung
Director_Choi Joowon
AD_Kim Sooha
Yeoun Herin / Lee Sanghak / Cha Hyeonseo
D.O.P_Hwang Nakwon
Kang Zooee / Lee Namjun / Ahn Jaewon / Gim Myeongsu
Gaffer_Choi Yonghwan
Kang Hyunwoo / Seok Jeongho / Kim Hyejin / Cha Minsu / Kim Nansoo / Park Junhyung / Joeng Haesang
Jimmy Jib_Ji Youngu / You Jinho / Bae Eaentack / You Seungjun
Drone_Jeon Baewon / Han Dongrok
Art Director_Cho Sumin
Woo Kyeongmyeong / Hong Juhyun
Stylist_Jung Youli / Lee Yumi
Management_Shin Daehwa / Lee Juhan / Jung Moonkyung
Post Production Managed by_Choi Joowon
D.I_Lee Choelmin
2D_Kim Minji
Title Design_Lim Miae
--------------------------------------
For more information @
http://www.hyun-joong.com
https://www.instagram.com/hyunjoong860606
http://www.facebook.com/kimhyunjoong
https://twitter.com/khj_heneciatwt
http://weibo.com/hyunjoongk
https://vk.com/id662042473
- published: 07 Aug 2024
- views: 958873
4:40
Cage (NTv)
Provided to YouTube by Sony Music Labels Inc.
Cage (NTv) · SawanoHiroyuki[nZk] · Tielle
Narrative NOISEofRAIN
℗ 2018 SACRA MUSIC
Released on: 2018-11-28
As...
Provided to YouTube by Sony Music Labels Inc.
Cage (NTv) · SawanoHiroyuki[nZk] · Tielle
Narrative NOISEofRAIN
℗ 2018 SACRA MUSIC
Released on: 2018-11-28
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Lyricist: Benjamin
Lyricist: Mpi
Auto-generated by YouTube.
https://wn.com/Cage_(Ntv)
Provided to YouTube by Sony Music Labels Inc.
Cage (NTv) · SawanoHiroyuki[nZk] · Tielle
Narrative NOISEofRAIN
℗ 2018 SACRA MUSIC
Released on: 2018-11-28
Associated Performer: SawanoHiroyuki[nZk]:Tielle
Lyricist: Benjamin
Lyricist: Mpi
Auto-generated by YouTube.
- published: 04 Aug 2021
- views: 1652537
22:36
လွယ်လင့်တကူ နိုင်မယ်ထင် စမ်းကြည့်လိုက်လေ လို့ အာဒိုဂန် ကို တုန့်ပြန်လိုက်တဲ့ အောင်လ
-----------------
စိတ်ဝင်စားဖို့ကောင်းတဲ့ နောက်ဆုံးရ MMA သတင်းတွေကို အောက်မှာပြထားတဲ့ ကျနော်တို့ ရဲ့ Social Media အကောင့်တွေမှာလဲ ဝင်ရောက် ကြည့်ရှူနိုင်ပါတယ် ခင...
-----------------
စိတ်ဝင်စားဖို့ကောင်းတဲ့ နောက်ဆုံးရ MMA သတင်းတွေကို အောက်မှာပြထားတဲ့ ကျနော်တို့ ရဲ့ Social Media အကောင့်တွေမှာလဲ ဝင်ရောက် ကြည့်ရှူနိုင်ပါတယ် ခင်ဗျာ။
𝐘𝐨𝐮𝐓𝐮𝐛𝐞 - 👉 https://youtu.be/H2-Qq7-l0m8 👈
𝐓𝐞𝐥𝐞𝐠𝐫𝐚𝐦 𝐂𝐡𝐚𝐧𝐧𝐞𝐥 - 👉 https://t.me/CageFight 👈
𝐓𝐢𝐤𝐓𝐨𝐤 - 👉 https://www.tiktok.com/@cagefightmyanmar 👈
𝐓𝐰𝐢𝐭𝐭𝐞𝐫 - 👉 https://twitter.com/CageFightMM 👈
🙏🙏 ကျေးဇူးပြုပြီး ကျနော်တို့ ကို အားပေးတယ်ဆိုရင် မြန်မာပြည်က ပရိသတ်တွေ အနေနဲ့ 𝑽𝑷𝑵 ခံပြီး ကြည့်ပေးကြပါ ခင်ဗျ 🙏
https://wn.com/လွယ်လင့်တကူ_နိုင်မယ်ထင်_စမ်းကြည့်လိုက်လေ_လို့_အာဒိုဂန်_ကို_တုန့်ပြန်လိုက်တဲ့_အောင်လ
-----------------
စိတ်ဝင်စားဖို့ကောင်းတဲ့ နောက်ဆုံးရ MMA သတင်းတွေကို အောက်မှာပြထားတဲ့ ကျနော်တို့ ရဲ့ Social Media အကောင့်တွေမှာလဲ ဝင်ရောက် ကြည့်ရှူနိုင်ပါတယ် ခင်ဗျာ။
𝐘𝐨𝐮𝐓𝐮𝐛𝐞 - 👉 https://youtu.be/H2-Qq7-l0m8 👈
𝐓𝐞𝐥𝐞𝐠𝐫𝐚𝐦 𝐂𝐡𝐚𝐧𝐧𝐞𝐥 - 👉 https://t.me/CageFight 👈
𝐓𝐢𝐤𝐓𝐨𝐤 - 👉 https://www.tiktok.com/@cagefightmyanmar 👈
𝐓𝐰𝐢𝐭𝐭𝐞𝐫 - 👉 https://twitter.com/CageFightMM 👈
🙏🙏 ကျေးဇူးပြုပြီး ကျနော်တို့ ကို အားပေးတယ်ဆိုရင် မြန်မာပြည်က ပရိသတ်တွေ အနေနဲ့ 𝑽𝑷𝑵 ခံပြီး ကြည့်ပေးကြပါ ခင်ဗျ 🙏
- published: 26 Aug 2024
- views: 141758
9:47
FAME 22 CAGE SPECIAL, ALE BEZ ZMUŁY (NAJMAN, NITRO, NATAN MARCOŃ)
Z kodem HERMAN zgarnij darmową skrzynkę i 5% bonusu przy doładowaniu: https://g4skins.com/ref/HERMAN
Zasubskrybuj i bądź na bieżąco: https://tiny.pl/c581l (lin...
Z kodem HERMAN zgarnij darmową skrzynkę i 5% bonusu przy doładowaniu: https://g4skins.com/ref/HERMAN
Zasubskrybuj i bądź na bieżąco: https://tiny.pl/c581l (link skrócony)
Obserwuj Hermana:
Instagram: https://www.instagram.com/marcel.hermanowski/
Facebook: https://www.facebook.com/ToJaHerman
TikTok: https://www.tiktok.com/@toja.herman
Twitter: https://twitter.com/ToJaHerman
Współpraca komercyjna:
[email protected]
Materiał zawiera lokowania produktu.
Przedstawiony film jest zalecany dla osób powyżej 16 roku życia.
https://wn.com/Fame_22_Cage_Special,_Ale_Bez_Zmuły_(Najman,_Nitro,_Natan_Marcoń)
Z kodem HERMAN zgarnij darmową skrzynkę i 5% bonusu przy doładowaniu: https://g4skins.com/ref/HERMAN
Zasubskrybuj i bądź na bieżąco: https://tiny.pl/c581l (link skrócony)
Obserwuj Hermana:
Instagram: https://www.instagram.com/marcel.hermanowski/
Facebook: https://www.facebook.com/ToJaHerman
TikTok: https://www.tiktok.com/@toja.herman
Twitter: https://twitter.com/ToJaHerman
Współpraca komercyjna:
[email protected]
Materiał zawiera lokowania produktu.
Przedstawiony film jest zalecany dla osób powyżej 16 roku życia.
- published: 28 Aug 2024
- views: 16111
3:39
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
Subscribe here: https://www.youtube.com/@225azertyuiop
Performed by: PAUSE
Recorded @: Hkz Studios
Prod by...
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
Subscribe here: https://www.youtube.com/@225azertyuiop
Performed by: PAUSE
Recorded @: Hkz Studios
Prod by: Draconic
Mix by: Teaslax
Master by: KOKA
Artwork by: Hatim Bahia
Links:
-------
- PAUSE: https://www.instagram.com/pause_officiel
- Teaslax: https://www.instagram.com/teaslax
- Draconic: https://www.instagram.com/draconic_xvi
- KOKA: https://www.instagram.com/kokatheproducer
- Hatim Bahia: https://www.instagram.com/hatimbahia
- Hkz Studios: https://www.instagram.com/hkzprod
-------
For booking and business inquiries contact PAUSE manager via email:
[email protected]
© 2023 PAUSE © Copyright, All rights reserved.
Copyright 2023©
♪Listen to Pause on the digital platforms:
https://pausee.lnk.to/Platforms
Digital Distribution: Chabaka
Instagram: https://instagram.com/chabaka.music
#pause
#cage
#metamorphose
https://wn.com/Pause_Cage_(Prod_By_Draconic)_|_Ep._Metamorphose
PAUSE - CAGE (Prod by Draconic) | EP. METAMORPHOSE
Subscribe here: https://www.youtube.com/@225azertyuiop
Performed by: PAUSE
Recorded @: Hkz Studios
Prod by: Draconic
Mix by: Teaslax
Master by: KOKA
Artwork by: Hatim Bahia
Links:
-------
- PAUSE: https://www.instagram.com/pause_officiel
- Teaslax: https://www.instagram.com/teaslax
- Draconic: https://www.instagram.com/draconic_xvi
- KOKA: https://www.instagram.com/kokatheproducer
- Hatim Bahia: https://www.instagram.com/hatimbahia
- Hkz Studios: https://www.instagram.com/hkzprod
-------
For booking and business inquiries contact PAUSE manager via email:
[email protected]
© 2023 PAUSE © Copyright, All rights reserved.
Copyright 2023©
♪Listen to Pause on the digital platforms:
https://pausee.lnk.to/Platforms
Digital Distribution: Chabaka
Instagram: https://instagram.com/chabaka.music
#pause
#cage
#metamorphose
- published: 18 Feb 2023
- views: 9182310
-
What are Moore Graphs and Cages? [Graph Theory]
This video introduces Moore graphs and explains their connection to cages. We will begin by looking at the degree-diameter problem, which allows us to derive the Moore bound and define Moore graphs. We then explore cages, regular graphs of minimum order with given girth and degree/valency, and show that all Moore graphs are cages. In future videos, we will explore cages further. If you would like to learn more on your own, here are some helpful resources:
https://arxiv.org/abs/2010.13443
https://en.wikipedia.org/wiki/Moore_graph
https://en.wikipedia.org/wiki/Cage_(graph_theory)
https://mathworld.wolfram.com/CageGraph.html
#graphtheory
published: 21 Mar 2022
-
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages using Graph Theory!
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages with Perfect Compatibility using Graph Theory!
Join us for an exciting puzzle challenge as we explore Noah's Ark! In this brain-teasing scenario, Noah needs your help to assign 12 different species of animals to 6 cages while ensuring that each species only shares its space with compatible companions. Can we prove that there exists a solution where each species shares its cage with compatible companions? Join us on this journey of logical deduction and graph theory principles as we crack the code to this intriguing animal cage conundrum. Get ready to exercise your problem-solving skills and witness the power of graph theory in action! Let's dive in and unlock the secrets of this captivating puzzle together!
In our previous video, we...
published: 12 Jun 2023
-
Construction of (r, g)-Graphs [Graph Theory]
This video examines a method of constructing regular graphs of any girth and degree. This method was originally used to prove that there exists an (r, g)-cage, or the smallest (r, g)-graph.
For the source of the construction, check out this paper:
https://www.semanticscholar.org/paper/Regular-Graphs-with-Given-Girth-and-Restricted-Sachs/35ed242db64dd50295b2df2061587c8be25e6642
00:00 Review
01:10 Base Cases
01:47 Proof setup
03:54 Proof Outline
04:05 Main Construction/Proof
12:04 Example 1
14:45 Example 2
15:24 Recursive Method
16:24 Recap
Recommended Books:
******************************** Hypergraph Theory ********************************
"Hypergraph Theory: An Introduction": https://amzn.to/48WKqfy
******************************...
published: 25 Jun 2023
-
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
View Book:- https://doi.org/10.9734/bpi/ratmcs/v4/6192B
#Cage_graph #graph_theory #Heawood_graph #Petersen_graph #Robertson_graph
published: 02 Oct 2023
-
what is the meaning of cage
published: 10 Mar 2021
-
What is the multiway graph in Wolfram Physics?
In Episode 15: Where to apply Wolfram’s rules? https://www.youtube.com/watch?v=kW-nr7ehVlM I introduced a radical idea.
When we’re applying a rule to a graph in Wolfram Physics, there are generally many possible places in the graph we could apply the rule, giving us many possible next states of the universe.
Here’s the radical idea: rather than choose one of these possible universes, we choose not to choose. Instead, we keep each of them in mind.
The trouble is, if we choose not to choose, the number of possible universes we have to keep in mind gets extremely large extremely quickly.
To help us visualize all these possible universes, we’re going to need the multiway graph.
It’s a crucial idea in Wolfram Physics.
The multiway graph will allow us to derive aspects of quantum mechanics...
published: 01 Dec 2022
-
Diego González Moreno - On cages and its generalizations
published: 10 Nov 2022
-
𝐂𝐇𝐀𝐏𝐓𝐄𝐑 6 : 𝐓𝐇𝐄 𝐌𝐀𝐓𝐇𝐄𝐌𝐀𝐓𝐈𝐂𝐒 𝐎𝐅 𝐆𝐑𝐀𝐏𝐇𝐒 | 𝐏𝐄𝐍 𝐓𝐑𝐀𝐂𝐈𝐍𝐆 𝐏𝐔𝐙𝐙𝐋𝐄 𝐀𝐍𝐃 𝐆𝐑𝐀𝐏𝐇 𝐂𝐎𝐋𝐎𝐑𝐈𝐍𝐆
Good day everyone, Welcome to our Channel !
The Tribe 5 Interval proudly presents to you our video discussion about Chapter 6: The Mathemaritcs of Graphs | Pen Tracing Puzzle and Graph Coloring.
In this video lesson, we will learn about how to trace a given shape, Each vertex need be colored and cannot be given the same color.
Please don't forget to like, share, subscribe and click the notification bell for more updates and for more upcoming videos. Thank you !!!
Tribe 5 Interval
Tribe Leader: Arillas, Kristine F.
Tribe Secretary: Sernal, Angel Aubrey S.
Editor: Bermundo, Janine T.
Instructor: Mary Boths Bonador
Reporters:
1. Servillon, Bea Bernice Victoria
•Pen-Tracing Puzzles
2. Albao, Francia Joy O.
•Transportation
3. Bermundo, Janine T.
•Finding the graphs
4. Guerre...
published: 05 Oct 2021
-
Structural Graph Theory 2021 Lecture-23
In today's lecture (11/03/2021):
1. We proved Euler's Formula and discussed a few of its consequences. In particular, we observed that, for a planar graph G, (i) the number of faces (in any planar embedding of G) is an invariant (i.e., it does not depend on the embedding) and (ii) if G is simple then e(G) is upper bounded by 3 v(G) - 6.
2. We saw an intuitive way of thinking about the 'bridges of a cycle', and described them formally, and discussed some terminology pertaining to bridges. We shall find these concepts useful in proving (i) that every simple 3-connected planar graph has a unique planar embedding and (ii) Kuratowski's Theorem.
published: 11 Mar 2021
-
Štefan Gyürki, Extremal bipartite biregular bi coset graphs
The main goal of the Workshop is to embrace recent results in developing Algebraic Graph Theory and its Applications. We are interested in algebraic, spectral and structural characterisation of highly regular graphs, investigating graphs defined on groups, constructing new graphs, codes and designs.
The workshop is organized by Mathematical Center in Akademgorodok in cooperation with the Sino-Russian Mathematics Center at Peking University in Beijing and the Three Gorges Mathematical Research Center at China Three Gorges University in Yichang.
http://mca.nsu.ru/agt7/
published: 30 Nov 2022
14:40
What are Moore Graphs and Cages? [Graph Theory]
This video introduces Moore graphs and explains their connection to cages. We will begin by looking at the degree-diameter problem, which allows us to derive th...
This video introduces Moore graphs and explains their connection to cages. We will begin by looking at the degree-diameter problem, which allows us to derive the Moore bound and define Moore graphs. We then explore cages, regular graphs of minimum order with given girth and degree/valency, and show that all Moore graphs are cages. In future videos, we will explore cages further. If you would like to learn more on your own, here are some helpful resources:
https://arxiv.org/abs/2010.13443
https://en.wikipedia.org/wiki/Moore_graph
https://en.wikipedia.org/wiki/Cage_(graph_theory)
https://mathworld.wolfram.com/CageGraph.html
#graphtheory
https://wn.com/What_Are_Moore_Graphs_And_Cages_Graph_Theory
This video introduces Moore graphs and explains their connection to cages. We will begin by looking at the degree-diameter problem, which allows us to derive the Moore bound and define Moore graphs. We then explore cages, regular graphs of minimum order with given girth and degree/valency, and show that all Moore graphs are cages. In future videos, we will explore cages further. If you would like to learn more on your own, here are some helpful resources:
https://arxiv.org/abs/2010.13443
https://en.wikipedia.org/wiki/Moore_graph
https://en.wikipedia.org/wiki/Cage_(graph_theory)
https://mathworld.wolfram.com/CageGraph.html
#graphtheory
- published: 21 Mar 2022
- views: 1074
7:42
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages using Graph Theory!
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages with Perfect Compatibility using Graph Theory!
Join us for an exciting puzzle challenge as we explore N...
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages with Perfect Compatibility using Graph Theory!
Join us for an exciting puzzle challenge as we explore Noah's Ark! In this brain-teasing scenario, Noah needs your help to assign 12 different species of animals to 6 cages while ensuring that each species only shares its space with compatible companions. Can we prove that there exists a solution where each species shares its cage with compatible companions? Join us on this journey of logical deduction and graph theory principles as we crack the code to this intriguing animal cage conundrum. Get ready to exercise your problem-solving skills and witness the power of graph theory in action! Let's dive in and unlock the secrets of this captivating puzzle together!
In our previous video, we explored how graph theory can be applied to solve complex problems, leaving you with an intriguing puzzle to ponder.
In this highly anticipated follow-up, we're back to conquer yet another challenging puzzle using the elegant principles of graph theory. Watch as we unravel the secrets hidden within the graph, employing strategic thinking and problem-solving skills to crack the code.
But that's not all! If you missed our previous video, fret not! The link to the video is provided below, allowing you to catch up on the fascinating journey of applying graph theory to solve a mind-bending puzzle.
https://youtu.be/86LW5-zEFKc
Prepare to be captivated, inspired, and challenged as we showcase the incredible power of graph theory in unraveling complex puzzles. Don't forget to bring your enthusiasm and join us on this intellectual adventure!
VIDEO credits:
href="https://www.freepik.com/free-video/cgi-animation-of-pulsating-dots-and-messaging-icons-connected-by-strings-floating-in-dark-digital-space-with-plexus-effect_171057#position=8&term=network%20graph%20cycles&from_view=search" Video by Freepik
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IMAGE credits:
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MUSIC credits:
Music by href="https://pixabay.com/users/the_mountain-3616498/?utm_source=link-attribution&utm_medium=referral&utm_campaign=music&utm_content=136110" The_Mountain
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https://wn.com/Mind_Bending_Animal_Puzzle_Fit_12_Species_Into_6_Cages_Using_Graph_Theory
Mind-Bending Animal Puzzle: Fit 12 Species into 6 Cages with Perfect Compatibility using Graph Theory!
Join us for an exciting puzzle challenge as we explore Noah's Ark! In this brain-teasing scenario, Noah needs your help to assign 12 different species of animals to 6 cages while ensuring that each species only shares its space with compatible companions. Can we prove that there exists a solution where each species shares its cage with compatible companions? Join us on this journey of logical deduction and graph theory principles as we crack the code to this intriguing animal cage conundrum. Get ready to exercise your problem-solving skills and witness the power of graph theory in action! Let's dive in and unlock the secrets of this captivating puzzle together!
In our previous video, we explored how graph theory can be applied to solve complex problems, leaving you with an intriguing puzzle to ponder.
In this highly anticipated follow-up, we're back to conquer yet another challenging puzzle using the elegant principles of graph theory. Watch as we unravel the secrets hidden within the graph, employing strategic thinking and problem-solving skills to crack the code.
But that's not all! If you missed our previous video, fret not! The link to the video is provided below, allowing you to catch up on the fascinating journey of applying graph theory to solve a mind-bending puzzle.
https://youtu.be/86LW5-zEFKc
Prepare to be captivated, inspired, and challenged as we showcase the incredible power of graph theory in unraveling complex puzzles. Don't forget to bring your enthusiasm and join us on this intellectual adventure!
VIDEO credits:
href="https://www.freepik.com/free-video/cgi-animation-of-pulsating-dots-and-messaging-icons-connected-by-strings-floating-in-dark-digital-space-with-plexus-effect_171057#position=8&term=network%20graph%20cycles&from_view=search" Video by Freepik
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Video by Freepik
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IMAGE credits:
href="https://www.freepik.com/free-photo/3d-colourful-low-poly-plexus-design-with-shallow-depth-field_9760725.htm#page=15&query=network%20graph&position=45&from_view=search&track=ais" Image by kjpargeter on Freepik
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href="https://www.freepik.com/free-photo/abstract-background-with-low-poly-design_2795509.htm#page=12&query=network%20graph&position=35&from_view=search&track=ais" Image by kjpargeter on Freepik
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MUSIC credits:
Music by href="https://pixabay.com/users/the_mountain-3616498/?utm_source=link-attribution&utm_medium=referral&utm_campaign=music&utm_content=136110" The_Mountain
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- published: 12 Jun 2023
- views: 53
17:09
Construction of (r, g)-Graphs [Graph Theory]
This video examines a method of constructing regular graphs of any girth and degree. This method was originally used to prove that there exists an (r, g)-cage, ...
This video examines a method of constructing regular graphs of any girth and degree. This method was originally used to prove that there exists an (r, g)-cage, or the smallest (r, g)-graph.
For the source of the construction, check out this paper:
https://www.semanticscholar.org/paper/Regular-Graphs-with-Given-Girth-and-Restricted-Sachs/35ed242db64dd50295b2df2061587c8be25e6642
00:00 Review
01:10 Base Cases
01:47 Proof setup
03:54 Proof Outline
04:05 Main Construction/Proof
12:04 Example 1
14:45 Example 2
15:24 Recursive Method
16:24 Recap
Recommended Books:
******************************** Hypergraph Theory ********************************
"Hypergraph Theory: An Introduction": https://amzn.to/48WKqfy
******************************** Graph Theory ********************************
"Introduction to Graph Theory (Trudeau)": https://amzn.to/48ZWhtj
"Graph Theory (Diestel)": https://amzn.to/4aYCSdW
******************************** Misc. Undergraduate Mathematics ********************************
Discrete Mathematics with Applications (Epp): https://amzn.to/4aWC1dM
A Book of
Abstract Algebra (Pinter): https://amzn.to/3S2QmfV
Language, Proof and Logic: https://amzn.to/47EIZkE
Linear Algebra and Its Applications: https://amzn.to/48QsoMt
All the Math You Missed: https://amzn.to/3u5dORP
These are my Amazon Affiliate links. As an Amazon Associate I may earn commissions for purchases made through the links above.
#graphtheory
#mathematics
#vitalsine
https://wn.com/Construction_Of_(R,_G)_Graphs_Graph_Theory
This video examines a method of constructing regular graphs of any girth and degree. This method was originally used to prove that there exists an (r, g)-cage, or the smallest (r, g)-graph.
For the source of the construction, check out this paper:
https://www.semanticscholar.org/paper/Regular-Graphs-with-Given-Girth-and-Restricted-Sachs/35ed242db64dd50295b2df2061587c8be25e6642
00:00 Review
01:10 Base Cases
01:47 Proof setup
03:54 Proof Outline
04:05 Main Construction/Proof
12:04 Example 1
14:45 Example 2
15:24 Recursive Method
16:24 Recap
Recommended Books:
******************************** Hypergraph Theory ********************************
"Hypergraph Theory: An Introduction": https://amzn.to/48WKqfy
******************************** Graph Theory ********************************
"Introduction to Graph Theory (Trudeau)": https://amzn.to/48ZWhtj
"Graph Theory (Diestel)": https://amzn.to/4aYCSdW
******************************** Misc. Undergraduate Mathematics ********************************
Discrete Mathematics with Applications (Epp): https://amzn.to/4aWC1dM
A Book of
Abstract Algebra (Pinter): https://amzn.to/3S2QmfV
Language, Proof and Logic: https://amzn.to/47EIZkE
Linear Algebra and Its Applications: https://amzn.to/48QsoMt
All the Math You Missed: https://amzn.to/3u5dORP
These are my Amazon Affiliate links. As an Amazon Associate I may earn commissions for purchases made through the links above.
#graphtheory
#mathematics
#vitalsine
- published: 25 Jun 2023
- views: 149
5:28
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
View Book:- https://doi.org/10.9734/bpi/ratmcs/v4/6192B
#Cage_graph #graph_theory #Heawo...
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
View Book:- https://doi.org/10.9734/bpi/ratmcs/v4/6192B
#Cage_graph #graph_theory #Heawood_graph #Petersen_graph #Robertson_graph
https://wn.com/Modeling_And_Analysis_Of_Small_Cage_Graphs_A_New_Algorithmic_Approach
Modeling and Analysis of Small Cage Graphs: A New Algorithmic Approach
View Book:- https://doi.org/10.9734/bpi/ratmcs/v4/6192B
#Cage_graph #graph_theory #Heawood_graph #Petersen_graph #Robertson_graph
- published: 02 Oct 2023
- views: 6
12:13
What is the multiway graph in Wolfram Physics?
In Episode 15: Where to apply Wolfram’s rules? https://www.youtube.com/watch?v=kW-nr7ehVlM I introduced a radical idea.
When we’re applying a rule to a graph i...
In Episode 15: Where to apply Wolfram’s rules? https://www.youtube.com/watch?v=kW-nr7ehVlM I introduced a radical idea.
When we’re applying a rule to a graph in Wolfram Physics, there are generally many possible places in the graph we could apply the rule, giving us many possible next states of the universe.
Here’s the radical idea: rather than choose one of these possible universes, we choose not to choose. Instead, we keep each of them in mind.
The trouble is, if we choose not to choose, the number of possible universes we have to keep in mind gets extremely large extremely quickly.
To help us visualize all these possible universes, we’re going to need the multiway graph.
It’s a crucial idea in Wolfram Physics.
The multiway graph will allow us to derive aspects of quantum mechanics from Wolfram Physics.
It’ll lead us to a concept of the observer that promises to resolve issues related to the collapse of the wavefunction that have plagued quantum mechanics ever since Schrödinger put his metaphorical cat into a metaphorical cage.
And maybe, just maybe, it’ll lead us to a model of consciousness itself.
–
Prefer to listen to the audio? Search for The Last Theory in your podcast player, or listen at https://lasttheory.com/podcast/023-what-is-the-multiway-graph-in-wolfram-physics
The full article is at https://lasttheory.com/article/what-is-the-multiway-graph-in-wolfram-physics
Kootenay Village Ventures Inc.
https://wn.com/What_Is_The_Multiway_Graph_In_Wolfram_Physics
In Episode 15: Where to apply Wolfram’s rules? https://www.youtube.com/watch?v=kW-nr7ehVlM I introduced a radical idea.
When we’re applying a rule to a graph in Wolfram Physics, there are generally many possible places in the graph we could apply the rule, giving us many possible next states of the universe.
Here’s the radical idea: rather than choose one of these possible universes, we choose not to choose. Instead, we keep each of them in mind.
The trouble is, if we choose not to choose, the number of possible universes we have to keep in mind gets extremely large extremely quickly.
To help us visualize all these possible universes, we’re going to need the multiway graph.
It’s a crucial idea in Wolfram Physics.
The multiway graph will allow us to derive aspects of quantum mechanics from Wolfram Physics.
It’ll lead us to a concept of the observer that promises to resolve issues related to the collapse of the wavefunction that have plagued quantum mechanics ever since Schrödinger put his metaphorical cat into a metaphorical cage.
And maybe, just maybe, it’ll lead us to a model of consciousness itself.
–
Prefer to listen to the audio? Search for The Last Theory in your podcast player, or listen at https://lasttheory.com/podcast/023-what-is-the-multiway-graph-in-wolfram-physics
The full article is at https://lasttheory.com/article/what-is-the-multiway-graph-in-wolfram-physics
Kootenay Village Ventures Inc.
- published: 01 Dec 2022
- views: 2621
20:29
𝐂𝐇𝐀𝐏𝐓𝐄𝐑 6 : 𝐓𝐇𝐄 𝐌𝐀𝐓𝐇𝐄𝐌𝐀𝐓𝐈𝐂𝐒 𝐎𝐅 𝐆𝐑𝐀𝐏𝐇𝐒 | 𝐏𝐄𝐍 𝐓𝐑𝐀𝐂𝐈𝐍𝐆 𝐏𝐔𝐙𝐙𝐋𝐄 𝐀𝐍𝐃 𝐆𝐑𝐀𝐏𝐇 𝐂𝐎𝐋𝐎𝐑𝐈𝐍𝐆
Good day everyone, Welcome to our Channel !
The Tribe 5 Interval proudly presents to you our video discussion about Chapter 6: The Mathemaritcs of Graphs | Pen...
Good day everyone, Welcome to our Channel !
The Tribe 5 Interval proudly presents to you our video discussion about Chapter 6: The Mathemaritcs of Graphs | Pen Tracing Puzzle and Graph Coloring.
In this video lesson, we will learn about how to trace a given shape, Each vertex need be colored and cannot be given the same color.
Please don't forget to like, share, subscribe and click the notification bell for more updates and for more upcoming videos. Thank you !!!
Tribe 5 Interval
Tribe Leader: Arillas, Kristine F.
Tribe Secretary: Sernal, Angel Aubrey S.
Editor: Bermundo, Janine T.
Instructor: Mary Boths Bonador
Reporters:
1. Servillon, Bea Bernice Victoria
•Pen-Tracing Puzzles
2. Albao, Francia Joy O.
•Transportation
3. Bermundo, Janine T.
•Finding the graphs
4. Guerrero, Tei S.
•Social Networks
5. Lauderez, Ladymer S.
•Graph Coloring and Vertex
Coloring
6. Periabras, Andrea B.
•Chromatic Number
7. Manangat, Maria Josefa R.
•Region Coloring
https://wn.com/𝐂𝐇𝐀𝐏𝐓𝐄𝐑_6_𝐓𝐇𝐄_𝐌𝐀𝐓𝐇𝐄𝐌𝐀𝐓𝐈𝐂𝐒_𝐎𝐅_𝐆𝐑𝐀𝐏𝐇𝐒_|_𝐏𝐄𝐍_𝐓𝐑𝐀𝐂𝐈𝐍𝐆_𝐏𝐔𝐙𝐙𝐋𝐄_𝐀𝐍𝐃_𝐆𝐑𝐀𝐏𝐇_𝐂𝐎𝐋𝐎𝐑𝐈𝐍𝐆
Good day everyone, Welcome to our Channel !
The Tribe 5 Interval proudly presents to you our video discussion about Chapter 6: The Mathemaritcs of Graphs | Pen Tracing Puzzle and Graph Coloring.
In this video lesson, we will learn about how to trace a given shape, Each vertex need be colored and cannot be given the same color.
Please don't forget to like, share, subscribe and click the notification bell for more updates and for more upcoming videos. Thank you !!!
Tribe 5 Interval
Tribe Leader: Arillas, Kristine F.
Tribe Secretary: Sernal, Angel Aubrey S.
Editor: Bermundo, Janine T.
Instructor: Mary Boths Bonador
Reporters:
1. Servillon, Bea Bernice Victoria
•Pen-Tracing Puzzles
2. Albao, Francia Joy O.
•Transportation
3. Bermundo, Janine T.
•Finding the graphs
4. Guerrero, Tei S.
•Social Networks
5. Lauderez, Ladymer S.
•Graph Coloring and Vertex
Coloring
6. Periabras, Andrea B.
•Chromatic Number
7. Manangat, Maria Josefa R.
•Region Coloring
- published: 05 Oct 2021
- views: 299
57:01
Structural Graph Theory 2021 Lecture-23
In today's lecture (11/03/2021):
1. We proved Euler's Formula and discussed a few of its consequences. In particular, we observed that, for a planar graph G, (...
In today's lecture (11/03/2021):
1. We proved Euler's Formula and discussed a few of its consequences. In particular, we observed that, for a planar graph G, (i) the number of faces (in any planar embedding of G) is an invariant (i.e., it does not depend on the embedding) and (ii) if G is simple then e(G) is upper bounded by 3 v(G) - 6.
2. We saw an intuitive way of thinking about the 'bridges of a cycle', and described them formally, and discussed some terminology pertaining to bridges. We shall find these concepts useful in proving (i) that every simple 3-connected planar graph has a unique planar embedding and (ii) Kuratowski's Theorem.
https://wn.com/Structural_Graph_Theory_2021_Lecture_23
In today's lecture (11/03/2021):
1. We proved Euler's Formula and discussed a few of its consequences. In particular, we observed that, for a planar graph G, (i) the number of faces (in any planar embedding of G) is an invariant (i.e., it does not depend on the embedding) and (ii) if G is simple then e(G) is upper bounded by 3 v(G) - 6.
2. We saw an intuitive way of thinking about the 'bridges of a cycle', and described them formally, and discussed some terminology pertaining to bridges. We shall find these concepts useful in proving (i) that every simple 3-connected planar graph has a unique planar embedding and (ii) Kuratowski's Theorem.
- published: 11 Mar 2021
- views: 66
53:23
Štefan Gyürki, Extremal bipartite biregular bi coset graphs
The main goal of the Workshop is to embrace recent results in developing Algebraic Graph Theory and its Applications. We are interested in algebraic, spectral a...
The main goal of the Workshop is to embrace recent results in developing Algebraic Graph Theory and its Applications. We are interested in algebraic, spectral and structural characterisation of highly regular graphs, investigating graphs defined on groups, constructing new graphs, codes and designs.
The workshop is organized by Mathematical Center in Akademgorodok in cooperation with the Sino-Russian Mathematics Center at Peking University in Beijing and the Three Gorges Mathematical Research Center at China Three Gorges University in Yichang.
http://mca.nsu.ru/agt7/
https://wn.com/ŠTefan_GyüRki,_Extremal_Bipartite_Biregular_Bi_Coset_Graphs
The main goal of the Workshop is to embrace recent results in developing Algebraic Graph Theory and its Applications. We are interested in algebraic, spectral and structural characterisation of highly regular graphs, investigating graphs defined on groups, constructing new graphs, codes and designs.
The workshop is organized by Mathematical Center in Akademgorodok in cooperation with the Sino-Russian Mathematics Center at Peking University in Beijing and the Three Gorges Mathematical Research Center at China Three Gorges University in Yichang.
http://mca.nsu.ru/agt7/
- published: 30 Nov 2022
- views: 153