Tony Huynh

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Name Tony Huynh
Member for 3 years
Seen 27 mins ago
Website
Location Vancouver, Canada
Age 33

I am a postdoc at Simon Fraser University working with Luis Goddyn, Matt DeVos, and others.

Previously, I have spent time at CWI Amsterdam and Maastricht University under the supervision of Bert Gerards and at KAIST in South Korea, working with Sang-il Oum.

I completed my PhD in the Department of Combinatorics and Optimization at the University of Waterloo with Jim Geelen.

I am mainly interested in graph theory and matroids, but enjoy dabbling in other areas as well.

23

Questions
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How helpful is non-standard analysis?

apr 11 at 8:19 katz 1,264●1●12

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5

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12
answers
3k
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Strengthening the Induction Hypothesis

mar 24 12 at 20:37 I. J. Kennedy 1,195●1●13●22

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8
answers
1k
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Cryptomorphisms

mar 16 11 at 19:40 Marko Amnell 729●6●12

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14
answers
5k
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Linear Algebra Proofs in Combinatorics?

mar 27 12 at 18:30 Terry Tao 27.6k●4●107●178

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166

Answers
votes newest views recent
42
What are your favorite instructional counterexamples? (2)
29
For consecutive primes $a\lt b\lt c$, prove that $a+b\ge c$.
27
Major mathematical advances past age fifty
25
What are the external triumphs of matroid theory?
23
Obstructions for planar graphs on surfaces of genus g
22
How to tell if two random polynomials are identical
20
What is your favorite isomorphism?
18
Can a problem be simultaneously polynomial time and undecidable?
16
Menger theorem via matroids
16
Verifying the correctness of a Sudoku solution
15
Math puzzles for dinner (3)
15
Favorite popular math book
14
Counting graphs
13
A function that is defined everywhere but has unknown values
13
What are some good examples of non-monotone graph properties?
12
Is there a dense subset of the real plane with all pairwise distances rational?
11
Generalizing a problem to make it easier
11
Realizing groups as automorphism groups of graphs.
11
A set for which it is hard to determine whether or not it is countable.
11
Cube-free infinite binary words
11
I know that you know… (2)
11
Important open problems that have already been reduced to a finite but infeasible amount of computation
10
Classes of graphs for which isospectrum implies isomorphism ?
10
Representability of matroids over $\mathbb R$
10
Are there more connected or disconnected graphs on n vertices?
10
Applications of infinite graph theory
9
Maximum number of distinct diagonals generated by permutations
9
How does an academic mathematician educate him/herself about job opportunities outside academia?
9
existence of triangle-free graphs for sparse regular graphs of degree at most n/2
9
A Weaker Version of the ABC Conjecture
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