New video by Instituto de Matemática Pura e Aplicada:
Teichmüller Theory, Hyperbolicity and Dynamics - Gabriele Mondello
https://youtu.be/bY4lrGLxdFU
Teichmüller Theory, Hyperbolicity and Dynamics - Gabriele Mondello
https://youtu.be/bY4lrGLxdFU
YouTube
Teichmüller Theory, Hyperbolicity and Dynamics - Gabriele Mondello
Speaker: Gabriele Mondello (Rome) - Ergodic invariant measures on the space of geodesic currents Event’s Website: https://bit.ly/2WY2ncT Playlist: https://bit....
New video by MindYourDecisions:
How To Solve An MIT Entrace Exam Problem, Algebra 1869
https://youtu.be/RL6LiQy3Y6g
How To Solve An MIT Entrace Exam Problem, Algebra 1869
https://youtu.be/RL6LiQy3Y6g
YouTube
How To Solve An MIT Entrance Exam Problem, Algebra 1869
The Massachusetts Institute of Technology (MIT) is one of the top ranked universities in the world. A neat little algebra question appeared on its admissions exam 150 years ago, and this video presents a solution.
How To Solve An MIT Admissions Question…
How To Solve An MIT Admissions Question…
New video by Flammable Maths:
Pure Algebra: SCREW CALCULATORS, ONLY TRUST YOUR MATH SKILLS! - Papa's Improvised Session #6
https://youtu.be/_6Pl_MNphf4
Pure Algebra: SCREW CALCULATORS, ONLY TRUST YOUR MATH SKILLS! - Papa's Improvised Session #6
https://youtu.be/_6Pl_MNphf4
YouTube
Pure Algebra: SCREW CALCULATORS, ONLY TRUST YOUR MATH SKILLS! - Papa's Improvised Session #6
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New video by Instituto de Matemática Pura e Aplicada:
Teichmüller Theory, Hyperbolicity and Dynamics - Khadim War
https://youtu.be/Ow9DKbvzhIQ
Teichmüller Theory, Hyperbolicity and Dynamics - Khadim War
https://youtu.be/Ow9DKbvzhIQ
YouTube
Teichmüller Theory, Hyperbolicity and Dynamics - Khadim War
Speaker: Khadim War (IMPA) - Uniqueness of the measure of maximal entropy for geodesic flows on certain manifolds without conjugate points
Event’s Website: https://bit.ly/2WY2ncT
Playlist: https://bit.ly/2ZMPOOJ
During the last decade we have seen major advances…
Event’s Website: https://bit.ly/2WY2ncT
Playlist: https://bit.ly/2ZMPOOJ
During the last decade we have seen major advances…
Just uploaded to YouTube: The Portal Paradox by minutephysics
https://youtu.be/B19nlhbA7-E
https://youtu.be/B19nlhbA7-E
YouTube
The Portal Paradox
Go to https://nebula.tv/minutephysics to get access to Nebula, plus you'll get a 20% discount on an annual subscription.
This video is about the Portal Paradox - a paradox in the video game Portal (and Portal 2) regarding whether or not a companion cube…
This video is about the Portal Paradox - a paradox in the video game Portal (and Portal 2) regarding whether or not a companion cube…
Mathematics Channel
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Dentre as grandes descobertas de Euler está a fórmula para poliedros, também conhecida apenas como...
Dentre as grandes descobertas de Euler está a fórmula para poliedros, também conhecida apenas como relação de Euler, que foi demonstrada e publicada entre 1750 e 1751.
Leia o artigo completo: https://bit.ly/RelacaoEuler
Esta relação possui extrema importância na determinação do número de arestas, vértices e faces de qualquer poliedro convexo e de alguns não convexos. Dessa forma, essa relação permite que os cálculos sejam realizados no intuito de indicar o número de elementos de um poliedro.
O estudo e generalização desta fórmula se deram especificamente através de Augustin-Louis Cauchy, Simon Antoine Jean L'Huillier, estando na origem da topologia.
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Dentre as grandes descobertas de Euler está a fórmula para poliedros, também conhecida apenas como...
Dentre as grandes descobertas de Euler está a fórmula para poliedros, também conhecida apenas como relação de Euler, que foi demonstrada e publicada entre 1750 e 1751.
Leia o artigo completo: https://bit.ly/RelacaoEuler
Esta relação possui extrema importância na determinação do número de arestas, vértices e faces de qualquer poliedro convexo e de alguns não convexos. Dessa forma, essa relação permite que os cálculos sejam realizados no intuito de indicar o número de elementos de um poliedro.
O estudo e generalização desta fórmula se deram especificamente através de Augustin-Louis Cauchy, Simon Antoine Jean L'Huillier, estando na origem da topologia.
Siga o blog no Telegram: https://t.iss.one/OBaricentroDaMente
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New video by Instituto de Matemática Pura e Aplicada:
Teichmüller Theory, Hyperbolicity and Dynamics - Sorin Dumitrescu
https://youtu.be/AQTJ6Qtt7GQ
Teichmüller Theory, Hyperbolicity and Dynamics - Sorin Dumitrescu
https://youtu.be/AQTJ6Qtt7GQ
YouTube
Teichmüller Theory, Hyperbolicity and Dynamics - Sorin Dumitrescu
Speaker: Sorin Dumitrescu (Nice) - Holomorphic Cartan geometries on simply connected manifolds Event’s Website: https://bit.ly/2WY2ncT Playlist: https://bit.ly...
New video by Instituto de Matemática Pura e Aplicada:
Teichmüller Theory, Hyperbolicity and Dynamics - John Loftin
https://youtu.be/8TKumt0flnQ
Teichmüller Theory, Hyperbolicity and Dynamics - John Loftin
https://youtu.be/8TKumt0flnQ
YouTube
Teichmüller Theory, Hyperbolicity and Dynamics - John Loftin
Speaker: John Loftin (Rutgers) - Coordinates along neck pinches for moduli of convex real projective structures Event’s Website: https://bit.ly/2WY2ncT Playli...
New video by Instituto de Matemática Pura e Aplicada:
Teichmüller Theory, Hyperbolicity and Dynamics - Misha Verbitsky
https://youtu.be/ttlJ3O3JxkY
Teichmüller Theory, Hyperbolicity and Dynamics - Misha Verbitsky
https://youtu.be/ttlJ3O3JxkY
YouTube
Teichmüller Theory, Hyperbolicity and Dynamics - Misha Verbitsky
Speaker: Misha Verbitsky (IMPA) - Hyperkähler structure on the space of quasi-Fuchsian representations Event’s Website: https://bit.ly/2WY2ncT Playlist: http:...
New video by Mathologer:
2000 years unsolved: Why is doubling cubes and squaring circles impossible?
https://youtu.be/O1sPvUr0YC0
2000 years unsolved: Why is doubling cubes and squaring circles impossible?
https://youtu.be/O1sPvUr0YC0
YouTube
2000 years unsolved: Why is doubling cubes and squaring circles impossible?
Today's video is about the resolution of four problems that remained open for over 2000 years from when they were first puzzled over in ancient Greece: Is it possible, just using an ideal mathematical ruler and an ideal mathematical compass, to double cubes…
Mathematics Channel
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O Baricentro da Mente on Facebook
"Eu acredito na intuição e na inspiração. A imaginação é mais importante do que o conhecimento. Pois...
"Eu acredito na intuição e na inspiração. A imaginação é mais importante do que o conhecimento. Pois o conhecimento é limitado, ao passo que a imaginação abraça o mundo inteiro, estimulando o progresso, dando origem à evolução. É, estritamente falando, um fator real na pesquisa científica."
__ Albert Einstein
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"Eu acredito na intuição e na inspiração. A imaginação é mais importante do que o conhecimento. Pois...
"Eu acredito na intuição e na inspiração. A imaginação é mais importante do que o conhecimento. Pois o conhecimento é limitado, ao passo que a imaginação abraça o mundo inteiro, estimulando o progresso, dando origem à evolução. É, estritamente falando, um fator real na pesquisa científica."
__ Albert Einstein
Siga o blog no Telegram:
https://t.iss.one/OBaricentrodaMente
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