AbstractPólya's enumeration theorem is generalized in the following way. We have sets R and D, and a group G acting (by means of representations) on R and D simultaneously. This induces an equivalence relation in the set of all mappings (or of all one-to-one mappings) of R into D. The number of equivalence classes is determined for both cases. The example of types of mappings of a set into itself is treated in detail
We exhibit some automorphism bases for the enumeration degrees, and we derive some consequences rela...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems fro...
Abstract. Pólya’s enumeration theorem states that the number of labelings of a finite set up to symm...
Polya’s enumeration theorem is generalized in the following way. We have sets R and D, and a group G...
AbstractPólya's enumeration theorem is generalized in the following way. We have sets R and D, and a...
AbstractPólya's enumeration theorem counts the number of equivalence classes of mappings of a set D ...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
AbstractThis paper considers the problem of enumeration under group actions in the framework of mult...
Being a mathematician and a musician (I play the flute) I found it very interesting to deal with Pó...
This thesis presents and proves Pólya's enumeration theorem (PET) along with the necessary backgroun...
AbstractThis review article presents three methods for solving enumeration problems which can be con...
AbstractThe concept of vacuously transitive relation is defined and under an appropriate isomorphism...
Abstract. Pólya’s theorem can be used to enumerate objects under permutation groups. Using group th...
This master's thesis explores the area of combinatorics concerned with counting mathematical objects...
We exhibit some automorphism bases for the enumeration degrees, and we derive some consequences rela...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems fro...
Abstract. Pólya’s enumeration theorem states that the number of labelings of a finite set up to symm...
Polya’s enumeration theorem is generalized in the following way. We have sets R and D, and a group G...
AbstractPólya's enumeration theorem is generalized in the following way. We have sets R and D, and a...
AbstractPólya's enumeration theorem counts the number of equivalence classes of mappings of a set D ...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
AbstractThis paper considers the problem of enumeration under group actions in the framework of mult...
Being a mathematician and a musician (I play the flute) I found it very interesting to deal with Pó...
This thesis presents and proves Pólya's enumeration theorem (PET) along with the necessary backgroun...
AbstractThis review article presents three methods for solving enumeration problems which can be con...
AbstractThe concept of vacuously transitive relation is defined and under an appropriate isomorphism...
Abstract. Pólya’s theorem can be used to enumerate objects under permutation groups. Using group th...
This master's thesis explores the area of combinatorics concerned with counting mathematical objects...
We exhibit some automorphism bases for the enumeration degrees, and we derive some consequences rela...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems fro...
Abstract. Pólya’s enumeration theorem states that the number of labelings of a finite set up to symm...
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