Max Orchard: The Yang-Mills equations
Max Orchard discusses connections on principal G-bundles, curvature, and concludes with the statement and variational interpretation of the Yang-Mills equations.
▶︎
Chris Hopper: The Maxwell Equations, the associated Cauchy Problem, connected to Yang-Mills
▶︎
Michael Freedman | The Poincaré Conjecture and Mathematical Discovery
▶︎
The Taylor expansion of the Torelli map and applications to intersection theory, L. Drakengren
▶︎
The Langlands Program - Numberphile
▶︎
Why Peter Scholze is once in a Generation Mathematician
▶︎
Einstein Said Ramanujan Was Receiving Math From Somewhere That Science Will Never Be Able To Explain
▶︎
1. The Geometry of Linear Equations
▶︎
Terence Tao: Nobody Understands Why AI Actually Works
▶︎
Storchennest Live Webcam in Bad Salzungen, Thüringen
▶︎
Frequency Of God 963 Hz ✨ Attract Miracles, Divine Blessings & Deep Inner Peace In Your Life
▶︎
The Millennium Problem that Unites Relativity and Quantum Mechanics: Yang-Mills and the Mass Leap
▶︎
A Tale of Two Series - William Dunham
▶︎
Ana Caraiani – Diophantine equations, the Mordell conjecture, and how Faltings reshaped arithmetic
▶︎
But what is the Riemann zeta function? Visualizing analytic continuation
▶︎
HOLY ROSARY TODAY THURSDAY, JUNE 11, 2026 ST. JUDE THADDEUS & LUMINOUS MYSTERIES | DAILY HOLY ROSARY
▶︎
The problem with pretending quantum mechanics makes sense | Sean Carroll
▶︎
Solving a WILD non linear differential equation
▶︎
I Gave ChatGPT a Body
▶︎