AbstractMosaics are orbits of partitions arising from music theoretical investigations. Various theorems from the field of ‘enumeration under finite group actions’ are applied for enumerating mosaics. In other words, it is demonstrated how to enumerate G-orbits of partitions of given size, block-type or stabilizer-type
AbstractThis paper is inspired by the paper Some Canonical Sequences of Integers by Bernstein and Sl...
Abstract: The purpose of this paper is to identify, as far as possible, those sequences in the Encyc...
12 pagesInternational audienceOriginally motivated by algebraic invariant theory, we present an algo...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems fro...
AbstractMosaics are orbits of partitions arising from music theoretical investigations. Various theo...
AbstractThis review article presents three methods for solving enumeration problems which can be con...
Being a mathematician and a musician (I play the flute) I found it very interesting to deal with Pó...
AbstractPólya's enumeration theorem is generalized in the following way. We have sets R and D, and a...
The present work surged from purely musical topics, namely the notion of ’selfRep melody ’ as define...
AbstractThis paper considers the problem of enumeration under group actions in the framework of mult...
In this note we give a simple proof of a special case of the Pólya enumeration theorem, and also a n...
AbstractLet L(G) denote the lattice of subgroups of G and Π(S) the lattice of partitions of S. Given...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
AbstractFor permutation groups G of finite degree we define numbers tB(G)=|G|-1∑R∈G∏1(1a1(g))bi, whe...
With any permutation group G on an infinite set Ω is associated a graded algebra script A signG (the...
AbstractThis paper is inspired by the paper Some Canonical Sequences of Integers by Bernstein and Sl...
Abstract: The purpose of this paper is to identify, as far as possible, those sequences in the Encyc...
12 pagesInternational audienceOriginally motivated by algebraic invariant theory, we present an algo...
Mosaics are orbits of partitions arising from music theoretical investigations. Various theorems fro...
AbstractMosaics are orbits of partitions arising from music theoretical investigations. Various theo...
AbstractThis review article presents three methods for solving enumeration problems which can be con...
Being a mathematician and a musician (I play the flute) I found it very interesting to deal with Pó...
AbstractPólya's enumeration theorem is generalized in the following way. We have sets R and D, and a...
The present work surged from purely musical topics, namely the notion of ’selfRep melody ’ as define...
AbstractThis paper considers the problem of enumeration under group actions in the framework of mult...
In this note we give a simple proof of a special case of the Pólya enumeration theorem, and also a n...
AbstractLet L(G) denote the lattice of subgroups of G and Π(S) the lattice of partitions of S. Given...
AbstractLet G be a finite group which acts on a set S. We present a method of computing the entire d...
AbstractFor permutation groups G of finite degree we define numbers tB(G)=|G|-1∑R∈G∏1(1a1(g))bi, whe...
With any permutation group G on an infinite set Ω is associated a graded algebra script A signG (the...
AbstractThis paper is inspired by the paper Some Canonical Sequences of Integers by Bernstein and Sl...
Abstract: The purpose of this paper is to identify, as far as possible, those sequences in the Encyc...
12 pagesInternational audienceOriginally motivated by algebraic invariant theory, we present an algo...
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