The Hodge Conjecture: Geometry and AnalysisMathematics·Research Seminar·Calculus & Analysis · Burt Totaro · Clay Mathematics InstituteBurt TotaroClay Mathematics Institute—51:25
Topological Algebra of Symplectic Geometry of Symmetric PowersMathematics·Research Seminar·Combinatorics & Graph Theory · Vivek Shende · Harvard UniversityVivek ShendeHarvard University—1:02:24
Invariant Sets and the Topology of ECH CurvesMathematics·Research Seminar·Calculus & Analysis · Daniel Anthony Cristofaro-Gardiner · Institute for Advanced StudyDaniel Anthony Cristofaro-GardinerInstitute for Advanced Study—1:15:08
Complex Numbers I: Algebraic Foundations, Argand Plane & Polar FormUndergraduate Student Lectures · Lec 8·Complex Analysis · Vicky Neale · University of OxfordVicky NealeUniversity of Oxford—46:06
What is the Fourier Transform? A Visual IntroductionMathematics·Standalone Lecture·Fourier & Functional Analysis · Grant Sanderson · 3Blue1BrownGrant Sanderson3Blue1Brown4 ch19:41
Geometry: Hyperbolic space - the upper half-space and Poincaré disk models. 2nd Year Student LectureTheory & Algos·Standalone Lecture·Calculus & Analysis · Jason Starr · University of OxfordJason StarrUniversity of Oxford—47:32
Hodge-Theoretic Anabelian GeometryHodge Theory and O-Minimality in Algebraic Geometry · Lec 4·Calculus & Analysis · Qixiang Wang · Institute for Advanced StudyQixiang WangInstitute for Advanced Study—58:54
Complex Numbers II: De Moivre's Theorem & Roots of UnityUndergraduate Student Lectures · Lec 9·Complex Analysis · Vicky Neale · University of OxfordVicky NealeUniversity of Oxford—50:04
Constructing Holomorphic Functions on Universal Coverings of Complex Algebraic VarietiesHodge Theory and O-Minimality in Algebraic Geometry · Lec 12·Statistical Learning & Causality · Yohan Brunebarbe · Institute for Advanced StudyYohan BrunebarbeInstitute for Advanced Study—1:09:35
Complex NumbersMATH 131 · Real Analysis · Lec 5·Real Analysis & Measure Theory · Francis Su · Harvey Mudd CollegeFrancis SuHarvey Mudd College—1:07:57
Complex Numbers and Complex Exponentials18.03 · Differential Equations · Lec 6·Differential Equations (ODEs & PDEs) · Arthur Mattuck · MITArthur MattuckMIT—45:28
The Complex NumbersMultivariable & Vector Calculus · Lec 13·Complex Analysis · Herbert Gross · MITHerbert GrossMIT—43:36