Fourier Series: From Joseph Fourier's Heat Equation to Complex EpicyclesMathematics·Standalone Lecture·Linear Algebra · Grant Sanderson · 3Blue1BrownGrant Sanderson3Blue1Brown4 ch24:47
Orthogonal Projections for a Restricted Family of DirectionsMathematics·Research Seminar·Linear Algebra · Hong Wang · Clay Mathematics InstituteHong WangClay Mathematics Institute—55:39
Fourier Quasicrystals from Stable Polynomials and BeyondMathematics·Research Seminar·Fourier & Functional Analysis · Cynthia Vinzant · University of WashingtonCynthia VinzantUniversity of Washington—55:00
Yves Meyer's Work on Wavelets (Abel Prize Lecture)Mathematics·Public Colloquium·Real Analysis & Measure Theory · Terence Tao · UCLATerence TaoUCLA19 ch30:17
The Fourier Transforms and its Applications (EE 261): Lecture 2Mathematics·Standalone Lecture·Real Analysis & Measure Theory · Brad Osgood · Stanford UniversityBrad OsgoodStanford University—52:57
Classical and Recent Results on Elliptic Problems with Critical NonlinearityMathematics·Research Seminar·Topology & Geometry · Mónica Clapp · Harvey Mudd CollegeMónica ClappHarvey Mudd College—53:14
Population Dynamics with DiffusionMathematics·Research Seminar·Fourier & Functional Analysis · Ratnasingham Shivaji · Harvey Mudd CollegeRatnasingham ShivajiHarvey Mudd College—49:52
What is the Fourier Transform? A Visual IntroductionMathematics·Standalone Lecture·Fourier & Functional Analysis · Grant Sanderson · 3Blue1BrownGrant Sanderson3Blue1Brown4 ch19:41
Liquid Vector Spaces and Condensed MathematicsMathematics·Research Seminar·Statistical Learning & Causality · Peter Scholze · Max Planck Institute for MathematicsPeter ScholzeMPMax Planck Institute for Mathematics—57:37
Mathematical Excursions Inspired by Materials ScienceMathematics·Research Seminar·Condensed Matter & Materials · Peter Bates · Michigan State UniversityPeter BatesMSMichigan State University—1:00:45
Proof: All Norms Are ConvexOptimization Bootcamp: Convex Optimization for ML & Control · Lec 7·Convex Optimization · Steve Brunton · University of WashingtonSteve BruntonUniversity of Washington7 ch18:51
Forty Years of Differential Equations in the Claremont CollegesMathematics·Standalone Lecture·Differential Equations (ODEs & PDEs) · Robert Borrelli & Courtney Coleman · Harvey Mudd CollegeRobert Borrelli&Courtney ColemanHarvey Mudd College—1:00:45
Introduction to Fourier Series; Basic Formulas for Period 2π18.03 · Differential Equations · Lec 15·Fourier & Functional Analysis · Arthur Mattuck · MITArthur MattuckMIT—49:32
More General Periods; Even and Odd Functions; Periodic Extension18.03 · Differential Equations · Lec 16·Fourier & Functional Analysis · Arthur Mattuck · MITArthur MattuckMIT—49:29
Finding Particular Solutions via Fourier Series; Resonant Terms; Hearing Musical Sounds18.03 · Differential Equations · Lec 17·Fourier & Functional Analysis · Arthur Mattuck · MITArthur MattuckMIT—45:47