1,837 reputation
211
bio website math.ucsb.edu/~mangual
location New York, NY
age 28
visits member for 2 years, 5 months
seen 3 hours ago
stats profile views 188

Graduate Student at UCSB. Interested in Statistics, Geometry and Physics. Asking the questions I've always wanted to ask.


Jan
9
asked lazy counting - failing to check equivalence classes are distinct
Jan
8
comment Bolzano-Weierstrass and measures
Your measure is "nice" and your convergence of definition is "nice" maybe you should decide who it should behave on some "bad" sets? E.g. cantor set or worse.
Jan
7
answered Trading localisation for regularity
Jan
7
comment Diagonalization discrete laplace operator
I was going to say $\vec{f} = (\dots, 1,1,1, \dots)$ and $\Delta \vec{f} = 2 \vec{f}$ but $\vec{f} \notin l^2(\mathbb{Z})$.
Dec
29
comment expressing product as Vandermonde determinants
David is correct, but I have to think about how to fix my wording.
Dec
29
revised expressing product as Vandermonde determinants
trying to fix ambiguity in the question
Dec
29
asked expressing product as Vandermonde determinants
Dec
21
awarded  Yearling
Nov
19
answered Tangent spaces at different points and the concept of connection
Nov
19
answered Exponentials and linear operators
Nov
19
answered Lebesgue Integrable Function
Nov
7
comment Geometric Significance of the Addition of Square Roots of Two Numbers
where did you come across this relation?
Nov
6
comment An intuitive vision of fiber bundles
OK. So your point is we shouldn't allow for singular fibers or boundary effects on the base space. I don't claim to be an expert - this is my (limited) understanding. However, allowing for singular fibers is advantageous in some contexts. You are invited to add your own explanations!
Nov
6
revised An intuitive vision of fiber bundles
added 2148 characters in body
Nov
6
comment An intuitive vision of fiber bundles
They most certainly are fiber bundles. Remember, these examples are supposed to give intuition.
Nov
6
revised An intuitive vision of fiber bundles
added 2148 characters in body
Nov
6
answered Solving a formal power series equation
Nov
6
comment Solving a formal power series equation
what paper did this come from?
Nov
5
answered An intuitive vision of fiber bundles
Nov
5
accepted Abelian vs Holomorphic Differentials vs Quadratic Differentials