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math 451 umich
0:30:49
Math 451 final
0:14:01
Lecture 1a: Introduction to linear algebra
0:07:18
The Weierstrass M- Test
1:18:07
ROB 501: Weierstrass Theorem
0:07:17
A Criterion for Uniform Convergence
0:08:30
Equicontinuity: An Introduction
0:08:41
Dini's Theorem
0:10:34
Stirling's Formula: The Limit Exists
0:14:18
The Weierstrass Nowhere Differentiable Function
0:06:17
Summation by Parts
1:19:08
ROB 501: Cauchy Sequences
0:05:16
Density Arguments for Continuous Functions
0:17:16
09.01. A boundary value problem in nonlinear elasticity I
0:09:37
The Arithmetic Geometric Mean Limit
0:07:28
Abel's Test for Convergence of Series
0:07:15
Limit Superior and Limit Inferior of a Sequence
0:08:49
Cesaro Summability
0:10:09
Cesaro Summability Implies Abel Summability
0:06:06
Uniform Convergence of the Sum and Failure of the Product to Uniformly Converge in General
0:13:58
04.11. Numerical Integration -- Gaussian Quadrature
0:11:54
The Arzela-Ascoli Theorem
0:10:37
The Cauchy Product and its Convergence
0:09:19
Limit Superior and Limit Inferior of Ratios and Nth Roots
0:08:12
Raabe's Test for Convergence of Series
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