Kaveh

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Name Kaveh
Member for 2 years
Seen May 15 at 6:35
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Location Toronto, Canada
Age
PhD student in University of Toronto, Department of Computer Science, Theory Group.
Apr
12
accepted Non-constructive proofs vs. efficient algorithms
Apr
10
comment Approximate number of primes below a given integer?
@Joël, unregistered users cannot edit their own posts: there is no way to log into an unregistered account. The software uses a temporary cookie in the browser to remember unregistered users, however as soon as the cookie is deleted the user looses access to the account.
Apr
10
comment Approximate number of primes below a given integer?
@Barry, it seems that Alex does not have a registered account so he can't comment or edit.
Apr
10
revised Approximate number of primes below a given integer?
moving the non-answer into the question
Apr
6
comment Existence of unknowable algorithms ?
See cstheory.stackexchange.com/questions/12162/…
Apr
5
awarded  Necromancer
Apr
5
revised Non-constructive proofs vs. efficient algorithms
added 84 characters in body
Apr
5
revised Non-constructive proofs vs. efficient algorithms
added 111 characters in body; added 1 characters in body
Apr
5
revised Non-constructive proofs vs. efficient algorithms
fixing typos
Apr
5
answered Non-constructive proofs vs. efficient algorithms
Apr
5
revised Non-constructive proofs vs. efficient algorithms
edited tags
Apr
5
comment Why is every finite set Diophantine?
Polynomial equations are special case of Diophantine equations, i.e. there is not need for the quantified x.
Feb
8
answered Computable nonstandard models for weak systems of arithemtic
Feb
8
comment Computable nonstandard models for weak systems of arithemtic
related: mathoverflow.net/questions/34240/…
Feb
1
comment Properties of the subgradient method
Copy on cstheory: cstheory.stackexchange.com/q/16315
Jan
25
revised Nelson’s program to show inconsistency of ZF
deleted 2 characters in body; edited tags
Jan
25
revised Natural numbers of great kolmogorov complexity
edited tags
Jan
25
revised Is it possible to construct a finite mathematical universe?
added 4 characters in body; edited tags; edited tags
Jan
25
revised Does there exist a non-trivial Ultrafinitist set theory?
edited tags
Jan
22
comment Does Godel’s incompleteness theorem admit a converse?
You may want to check sequential theories defined by Pavel Pudlak. Also have a look at these slides by Albert Visser: bbk.ac.uk/philosophy/our-research/ppp/… There are interpretability versions of Godel's theorem that might be helpful in what you are looking for.
Jan
13
awarded  Nice Answer
Dec
5
awarded  Nice Answer