16:17
The Revolutionary Genius Of Joseph Fourier
04:57
Dirichlet Invented this Function to Prove a Point
09:03
This Function Maps Any Interval to the Real Line (Conway's Base-13 Function)
12:08
Minimax Approximation and the Exchange Algorithm
09:09
Pick's Theorem (From Euler's Planar Graph Formula)
07:17
A really Satisfying Proof about Triangles on a Lattice.
06:03
The Riemann Zeta Function in the Integer Lattice
06:42
How Newton discovered Taylor series (but didn't tell anyone)
14:03
Newton Interpolation and Divided Differences
07:36
MSc Mathematics at The Open University
09:49
Bijective Functions and the Continuum Hypothesis
06:10
Relations and Functions: The Modern Definition of a Mathematical Function.
09:46
The Vandermonde Matrix and Polynomial Interpolation
04:54
An existence proof for arbitrarily large prime gaps.
06:54
Lagrange Interpolation
05:17
The Fundamental Theorem of Arithmetic
06:49
Padé Approximants
29:24
Set Theory | All-in-One Video
11:18
A Tour of the Real Numbers
05:54
Convex Norms and Unique Best Approximations
05:35
Convex Sets | Introduction, Definition and Examples
07:46
Approximating Functions in a Metric Space
09:34
The Lp Norm for Vectors and Functions
13:56
Normed Linear Spaces | Introduction, L1 and L2 Norms
05:03
Metric Spaces
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Simple animations to explain complicated mathematical concepts.
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