2,343 reputation
2931
bio website cs.elte.hu/~batka
location Budapest
age 42
visits member for 3 years, 2 months
seen 1 hour ago
I work in functional analysis, my research areas are evolution equations, operator semigroups and delay differential equations.

53m
revised Knaster Tarski theorem, example needed
added 10 characters in body; edited title
55m
revised Idempotent fractional ideals of a Noetherian domain
edited title
56m
revised Kolmogorov equations for continuous Markov chains
edited tags; edited title
23h
awarded  Revival
23h
revised Integral representation of the resolvent of a semigroup
added relevant tags
23h
answered Integral representation of the resolvent of a semigroup
1d
revised A question about uniformly bounded semigroups
added relevant tags
1d
answered A question about uniformly bounded semigroups
1d
comment I would like to have a counter example that Peano's theorem does not apply to spaces with infinite dimension
@AsafKaragila: I changed the perspective.
1d
revised I would like to have a counter example that Peano's theorem does not apply to spaces with infinite dimension
edited title
1d
reviewed Approve suggested edit on Properties of the time integral of Wiener process
1d
answered I would like to have a counter example that Peano's theorem does not apply to spaces with infinite dimension
1d
reviewed Reviewed Solving a general two-term combinatorial recurrence relation
1d
reviewed Reviewed Complexes of sheaves with locally constant cohomology versus $C_{*}(\Omega M)$-modules
1d
reviewed Approve suggested edit on The moduli space of special Lagrangian submanifolds
2d
revised what's the cohomological dimension of a Stein space?
formatted
Apr
10
comment Question about Big O notation for asymptotic behavior in convergent power series
@Zav: do not worry, this will happen more or less automatically. This is a nice question.
Apr
9
reviewed Approve suggested edit on Looking for paper: The Cauchy integral by M. Privalov
Apr
6
comment Asymptotic form of the Gauß Hypergeometric function 2F1 for three parameters approaching infinity
@NeilStrickland: you are right, I will delete my comment. I wanted to express that I am not satisfied with this criptic answer, but choose the wrong option.
Apr
5
comment Distance between two sets
This is a bit broad formulated... You mean a numerical method?