On new partition of numbers
On pairings of the first 2n natural numbers
On partition functions and divisor sums.
On partitions and cyclotomic polynomials.
On partitions of N into summands coprime to N.
On partitions of N into summands coprime to N. (Short Communication).
On partitions with limited summands
On practical partitions.
On Ramanujan's continued fraction
On reciprocally weighted partitions
On restricted m-ary partitions.
On some general problems in the theory of partitions, I
On some partitions related to .
On the coefficients cn in the expansion ... .
On the differences of the partition function
On the parity of generalized partition functions, III
Improving on some results of J.-L. Nicolas [15], the elements of the set , for which the partition function (i.e. the number of partitions of with parts in ) is even for all are determined. An asymptotic estimate to the counting function of this set is also given.
On the parity of p(n)
On the partitions of a number into arithmetic progressions.
On the -Pell sequences and sums of tails
We examine the -Pell sequences and their applications to weighted partition theorems and values of -functions. We also put them into perspective with sums of tails. It is shown that there is a deeper structure between two-variable generalizations of Rogers-Ramanujan identities and sums of tails, by offering examples of an operator equation considered in a paper published by the present author. The paper starts with the classical example offered by Ramanujan and studied by previous authors noted...
On the residue mod 2 and mod 4 of p(n)