Mathematics
Daniel Bonilla Jaramillo Haase's user avatar
Daniel Bonilla Jaramillo Haase's user avatar
Daniel Bonilla Jaramillo Haase's user avatar
Daniel Bonilla Jaramillo Haase
  • Member for 4 years
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question
6
What my did my Set Theory teacher mean when he said that there isn't an axiomatic system based on modal logic that serves as a foundation for math?
Jan 21, 2020
question
3
Variables vs. Constants, how are they defined in ZFC, and how they differ? [duplicate]
Dec 16, 2020
question
2
Proof verification: If $f:[0,1]^2\mapsto\mathbb{R}$ is continuous, then $f$ is not injective
May 21, 2022
question
2
Prove that for every $\varepsilon>0$ there is a measurable $E$, with $\mu(E)<\infty$, such that $\int_\Omega{f}d\mu \leq\int_E{f}d\mu+\varepsilon$
Nov 7
question
2
Let $f:[0,1]\mapsto [0,\infty]$ be a bounded, measurable function, prove that $\int_{[0,1]} f\text { }dm=\inf\int_{[0,1]} \phi\text { }dm$
Nov 17
question
1
Prove using induction: Given a directed graph like the one in the picture and a function $F(x,y)$ that returns the number of simple directed paths...
Aug 30, 2020
question
1
if $(a_n)_{n=1}^\infty$ converges to $c$, then $c$ is a limit point of $(a_n)_{n=1}^\infty$ and, in fact, the only one.
Jun 11, 2022
question
1
Carathéodory's theorem and $\sigma$-finite measures
Oct 10
question
1
Caratheodory's Theorem: finite measure implies unique and finite extension
Oct 15
question
0
Cut set, confusing definition
Nov 19, 2019

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