AbstractGiven two relatively prime integers s and t, we prove that there are exactly (⌊s2⌋+⌊t2⌋⌊s2⌋) self-conjugate partitions that are simultaneously s-core and t-core. For distinct primes p and q, this leads to a count of p- and q-blocks for the alternating groups whose sets of ordinary irreducible characters coincide
AbstractA conjecture on the monotonicity of t-core partitions in an article of Stanton [Dennis Stant...
Let p and q be distinct primes, n an integer with n>p2q2. Then there is no partition of n which is a...
AbstractLet n denote the set of integers 1,2, … , n. Let P =P1, P2, … , Pk be a partition of n. Let ...
AbstractGiven two relatively prime integers s and t, we prove that there are exactly (⌊s2⌋+⌊t2⌋⌊s2⌋)...
AbstractWe prove that if t is an integer with t=8 or t⩾10, then every integer n>2 has a self-conjuga...
Abstract. In this paper, the authors investigate the question of when a partition of n ∈ N is an s-c...
AbstractIn this paper, the authors investigate the question of when a partition of n∈N is an s-core ...
AbstractA conjecture on the monotonicity of t-core partitions in an article of Stanton [Dennis Stant...
AbstractWe prove that if t is an integer with t=8 or t⩾10, then every integer n>2 has a self-conjuga...
In this paper, the authors investigate the question of when a partition of n∈N is an s-core and also...
Let p and q be distinct primes, n an integer with n> p2q2. Then there is no partition of n which ...
AbstractIf s and t are relatively prime positive integers we show that the s-core of a t-core partit...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
AbstractA conjecture on the monotonicity of t-core partitions in an article of Stanton [Dennis Stant...
Let p and q be distinct primes, n an integer with n>p2q2. Then there is no partition of n which is a...
AbstractLet n denote the set of integers 1,2, … , n. Let P =P1, P2, … , Pk be a partition of n. Let ...
AbstractGiven two relatively prime integers s and t, we prove that there are exactly (⌊s2⌋+⌊t2⌋⌊s2⌋)...
AbstractWe prove that if t is an integer with t=8 or t⩾10, then every integer n>2 has a self-conjuga...
Abstract. In this paper, the authors investigate the question of when a partition of n ∈ N is an s-c...
AbstractIn this paper, the authors investigate the question of when a partition of n∈N is an s-core ...
AbstractA conjecture on the monotonicity of t-core partitions in an article of Stanton [Dennis Stant...
AbstractWe prove that if t is an integer with t=8 or t⩾10, then every integer n>2 has a self-conjuga...
In this paper, the authors investigate the question of when a partition of n∈N is an s-core and also...
Let p and q be distinct primes, n an integer with n> p2q2. Then there is no partition of n which ...
AbstractIf s and t are relatively prime positive integers we show that the s-core of a t-core partit...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
Let p and q be distinct primes, n an integer with n > p2q2. Then there is no partition of n which is...
AbstractA conjecture on the monotonicity of t-core partitions in an article of Stanton [Dennis Stant...
Let p and q be distinct primes, n an integer with n>p2q2. Then there is no partition of n which is a...
AbstractLet n denote the set of integers 1,2, … , n. Let P =P1, P2, … , Pk be a partition of n. Let ...
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