On a theorem of Erdös and Fuchs
Über reduzible Folgen
Paul Erdős’s (1913-1996)
Über totalprimitive Folgen
On additive decompositions of the set of quadratic residues modulo p
Über ein Problem von Erdös und Moser
Sumsets containing long arithmetic progressions and powers of 2
On homogeneous multiplicative hybrid problems in number theory
Some asymptotic formulas on generalized divisor functions, III
On sums of sequences of integers, I
On finite pseudorandom binary sequences I: Measure of pseudorandomness, the Legendre symbol
On the arithmetic structure of the integers whose sum of digits is fixed
A Turán-Kubilius type inequality on sum sets
On the correlation of the truncated Liouville function
Some solved and unsolved problems in combinatorial number theory
On the divisibility properties of integers (I)
On the divisibility properties of sequences of integers (II)
Measures of pseudorandomness of finite binary lattices, I. The measures , normality
On the number of prime factors of summands of partitions
We present various results on the number of prime factors of the parts of a partition of an integer. We study the parity of this number, the extremal orders and we prove a Hardy-Ramanujan type theorem. These results show that for almost all partitions of an integer the sequence of the parts satisfies similar arithmetic properties as the sequence of natural numbers.
On linear recursion and pseudorandomness
Page 1 Next