Mathematics
M A Pelto's user avatar
M A Pelto's user avatar
M A Pelto's user avatar
M A Pelto
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What would Weierstrass do? Write like Bolzano is grading.

Uniform convergence is like the limbo for sequences of functions.

I have other crappy jokes and other dumb pictures of myself from when I played paintball. Let me know if either aspect of my profile is lacking and I will see what I can do.

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All Questions Answers
Score Newest
answer
13
Are these formal formulas equivalent?
Aug 7, 2018
answer
10
continuity of $\max \{f_1(x),f_2(x),\cdots,f_m(x) \}$ at $a$
Oct 7, 2014
answer
9
Product of bounded and convergent to $0$ sequence is a convergent to $0$ sequence
Oct 25, 2014
answer
6
Discontinuity set of function closed and $F_\sigma$
Nov 30, 2017
answer
6
Let $(x_n)$ and $(y_n)$ be given sequences and define $(z_n)$ to be the "shuffled" sequence...
Jul 18, 2018
answer
5
Question 3 from Exercises 2.5.1 from F. Mary Hart - Guide to Analysis
Dec 19, 2022
answer
5
Uniform convergence and lengths
May 6, 2018
answer
5
Proving a set of Lipschitz Continuous functions is closed
Nov 3, 2015
answer
5
$a_n=(-1)^{n-1}, \; s_n=\sum_{i=1}^{n}a_i$ then find $ \lim_{n\to \infty}\frac{s_1+s_2+\dots s_n}{n}$
Feb 5, 2019
answer
4
Given sequence of $L-$Lipschitz functions which converges pointwise, prove uniform convergence
Jul 13, 2017

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