rowland21. 179KB Jun 04 2011 12:09:28 AM
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In Section 2 upper and lower bounds for the n th prime-prime are derived, in Section 3 the prime-prime number theorem is proved with error bounds equivalent to that of the prime
Jakimczuk, A note on sums of powers which have a fixed number of prime factors,.. Jakimczuk, Desigualdades y f´ormulas asint´oticas para sumas de potencias
Aigner’s concept of elite primes can, in analogy to that of Fermat numbers, be generalized too..
Later, Catlin [ 1 , Theorem 1] proved that if the smallest number in a class is odd, then it can be factored into the product of other such numbers... 3 Theorems about primes
we use results of [2] to prove a Kida formula for the Iwasawa invariants (in the sense of [8, 6, 9]) of weight 2 modular forms at supersingular primes.. Acknowledgments : We would
We give a greedy algorithm for describing an enumeration of the set of all natural numbers such that the sum of the first n terms of the sequence is divisible by n for each
But if the first player uses that strategy, then the second player can “undercut” by placing ( n/ 3) − 1 tokens into each of the first two bins and ( n/ 3) + 2 tokens into the
Since no two collisions occur simultaneously, the number of collisions C n in the Λ-coalescent starting with n particles is the number of steps the Markov chain M n needs to
