Add to ORKGThe cycle index of dihedral group.......... More information can be found in the full paper
We present various results on multiplying cycles in the symmetric group. One result is a generalisat...
In this paper we introduced what is meant by a permutation on a given set and showed how they form a...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
The cycle index of dihedral group acting on the set of the vertices of a regular-gon was studied (Se...
AbstractThe cycle index polynomial of combinatorial analysis is discussed in various contexts
If M and H are permutation groups with cycle indices ZM and ZH respectively, and if is some binar...
A cycle index is a polynomial that encodes information about the orbits of a finite group action on ...
The cycle polynomial of a finite permutation group G is the generating function for the number of el...
AbstractA new and useful operation on permutation groups is defined and studied. A formula for the c...
Cyclic sieving is a well-known phenomenon where certain interesting polynomials, especially $q$-anal...
This paper defines and develops cycle indices for the finite classical groups. These tools are then ...
The necessary of classification research on common formula of group (dihedral group) cycle decompos...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
This paper studies the cycle indices of products of permutation groups. The main focus is on the pro...
International audienceWe give simple combinatorial proofs of some formulas for the number of factori...
We present various results on multiplying cycles in the symmetric group. One result is a generalisat...
In this paper we introduced what is meant by a permutation on a given set and showed how they form a...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
The cycle index of dihedral group acting on the set of the vertices of a regular-gon was studied (Se...
AbstractThe cycle index polynomial of combinatorial analysis is discussed in various contexts
If M and H are permutation groups with cycle indices ZM and ZH respectively, and if is some binar...
A cycle index is a polynomial that encodes information about the orbits of a finite group action on ...
The cycle polynomial of a finite permutation group G is the generating function for the number of el...
AbstractA new and useful operation on permutation groups is defined and studied. A formula for the c...
Cyclic sieving is a well-known phenomenon where certain interesting polynomials, especially $q$-anal...
This paper defines and develops cycle indices for the finite classical groups. These tools are then ...
The necessary of classification research on common formula of group (dihedral group) cycle decompos...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
This paper studies the cycle indices of products of permutation groups. The main focus is on the pro...
International audienceWe give simple combinatorial proofs of some formulas for the number of factori...
We present various results on multiplying cycles in the symmetric group. One result is a generalisat...
In this paper we introduced what is meant by a permutation on a given set and showed how they form a...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...