Abstract. We present an extensive survey of bijective proofs of classical partitions identities. While most bijections are known, they are often presented in a different, sometimes unrecognizable way. Various extensions and generalizations are added in the form of exercises
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
AbstractWe provide a general and unified combinatorial framework for a number of colored partition i...
AbstractA bijective proof of a general partition theorem is given which has as direct corollaries ma...
We present a geometric framework for a class of partition identities. We show that there exists a u...
AbstractWe establish generalizations of certain partition theorems originating with modular equation...
Abstract. We present a geometric framework for a class of partition identities. We show that there e...
This dissertation involves two topics. The first is on the theory of partitions, which is discussed ...
AbstractWe analyze involutions which prove several partition identities and describe them in a unifo...
For each positive integer n, we construct a bijection between the odd partitions of n and the distin...
Abstract. In this paper, we prove a theorem of Fine bijectively. Stacks with summits and gradual sta...
Known generating functions for certain families of r-partite (vector) partitions are derived using a...
In this paper, we present bijective proofs of several identities involving partitions by making use ...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
AbstractWe provide a general and unified combinatorial framework for a number of colored partition i...
AbstractA bijective proof of a general partition theorem is given which has as direct corollaries ma...
We present a geometric framework for a class of partition identities. We show that there exists a u...
AbstractWe establish generalizations of certain partition theorems originating with modular equation...
Abstract. We present a geometric framework for a class of partition identities. We show that there e...
This dissertation involves two topics. The first is on the theory of partitions, which is discussed ...
AbstractWe analyze involutions which prove several partition identities and describe them in a unifo...
For each positive integer n, we construct a bijection between the odd partitions of n and the distin...
Abstract. In this paper, we prove a theorem of Fine bijectively. Stacks with summits and gradual sta...
Known generating functions for certain families of r-partite (vector) partitions are derived using a...
In this paper, we present bijective proofs of several identities involving partitions by making use ...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...
We provide a general and unified combinatorial framework for a number of colored partition identitie...
AbstractWe provide a general and unified combinatorial framework for a number of colored partition i...