Yemon Choi
|
Registered User
|
Assistant Professor (as of August 2010) at the University of Saskatchewan. A firm believer that "they also serve who only stand and wait"... Current research lies mainly in abstract harmonic analysis, with a penchant/weakness for certain cohomological aspects. More generally, I'm interested in problems from the overlap between homological algebra and functional analysis, and am always trying to learn a little more about various things. |
| 10 |
Questions |
5
18
votes
1
answer
892
views
3
11
votes
2
answers
401
views
1
7
votes
4
answers
342
views
7
votes
3
answers
286
views
6
votes
1
answer
237
views
6
votes
2
answers
331
views
1
4
votes
2
answers
214
views
4
votes
2
answers
179
views
2
votes
1
answer
312
views
1
2
votes
5
answers
378
views
|
1778
|
Votes |
1571 |
207 |
|
85
|
Tags |
|
fa.functional-analysis× 29 oa.operator-algebras× 11 fourier-analysis× 10 banach-spaces× 10 pr.probability× 9 soft-question× 8 ct.category-theory× 8 gr.group-theory× 7 analysis× 6 von-neumann-algebras× 5 |
reference-request× 5 matrix× 5 linear-algebra× 5 rt.representation-theory× 4 real-analysis× 4 noncommutative-geometry× 4 hilbert-space× 4 gt.general-topology× 4 c-star-algebras× 4 co.combinatorics× 4 |
ag.algebraic-geometry× 4 semigroups× 3 open-problem× 3 noncommutative-algebra× 3 measure-theory× 3 geometry× 3 big-list× 3 banach-algebras× 3 ac.commutative-algebra× 3 st.statistics× 2 |
set-theory× 2 quantum-mechanics× 2 nt.number-theory× 2 monoids× 2 model-theory× 2 mathematics-education× 2 journals× 2 intuition× 2 homological-algebra× 2 finite-groups× 2 |
exposition× 2 examples× 2 cv.complex-variables× 2 books× 2 big-picture× 2 analytic-number-theory× 2 unbounded-operators traces tag-removed spectral-triples |
|
28
|
Badges |
