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Asterios Gkantzounis's user avatar
Asterios Gkantzounis's user avatar
Asterios Gkantzounis's user avatar
Asterios Gkantzounis
  • Member for 14 years
  • Last seen more than a month ago
  • Αθήνα, Κεντρικός Τομέας Αθηνών, Ελλάδα
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revised
Is this a (well known) open problem?(infinitness and more on $anm \pm n\pm m$ )
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revised
Chen's Theorem with congruence conditions.
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Chen's Theorem with congruence conditions.
mathoverflow.net/questions/49647/finite-or-infinite-closed
revised
Algorithm for least distance of powers of integers
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revised
Algorithm for least distance of powers of integers
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revised
Algorithm for least distance of powers of integers
edited tags
revised
Algorithm for least distance of powers of integers
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asked
Algorithm for least distance of powers of integers
revised
Covering Systems of infinite sets of residue classes mod primes
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revised
Covering Systems of infinite sets of residue classes mod primes
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Covering Systems of infinite sets of residue classes mod primes
Could you write a proof for this?
accepted
What is the shortest proof of the existence of a prime between $p$ and $p^2$ ? other examples?
revised
Covering Systems of infinite sets of residue classes mod primes
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revised
Covering Systems of infinite sets of residue classes mod primes
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revised
Covering Systems of infinite sets of residue classes mod primes
edited title
revised
Covering Systems of infinite sets of residue classes mod primes
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comment
Covering Systems of infinite sets of residue classes mod primes
Wadim :The criteria could be about the density of the residue classes as Aaron wrote or other do you have any?
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Covering Systems of infinite sets of residue classes mod primes
I asked for known results on this direction
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Covering Systems of infinite sets of residue classes mod primes
things like that and others when you do not use all the primes, especially i am interested when you use the primes biger than some and you demand each prime to sieve from a number and after ,etc.
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Covering Systems of infinite sets of residue classes mod primes
What do you mean there are not such covering systems at all ,for trivial reasoning .Is there something that is not well written?Or else please give the trivial reasoning.
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