Publication date
December 1975
DOI Publisher
Published by Elsevier B.V. ISSN
0012-365XAbstract
AbstractThis paper concerns extensions of Cayley's enumeration formula to a class of multi-dimensional tree-like simplicial complexes
AbstractThis paper concerns extensions of Cayley's enumeration formula to a class of multi-dimensional tree-like simplicial complexes
Much information about a graph can be obtained by studying its spanning trees. On the other hand, a ...
AbstractWe construct a family of extremely simple bijections that yield Cayley's famous formula for ...
AbstractIn 1889, A. Cayley stated that the number of forests with n labeled vertices that consist of...
AbstractThis paper concerns extensions of Cayley's enumeration formula to a class of multi-dimension...
This paper concerns extensions of Cayley\u27s enumeration formula to a class of multi-dimensional tr...
AbstractThe graphs known as trees have natural analogues in higher dimensional simplicial complexes....
AbstractThe graphs known as trees have natural analogues in higher dimensional simplicial complexes....
Głównym punktem pracy jest wzór Cayley'a na liczbę wszystkich drzew oznaczonych oraz jego dowody.Pie...
AbstractIn 1889, A. Cayley stated that the number of forests with n labeled vertices that consist of...
AbstractA Cayley permutation (C-permutation for short) of length n is a permutation p of n elements ...
In this paper, we explore some of the methods that are often used to solve combinatorial problems by...
In this paper, we explore some of the methods that are often used to solve combinatorial problems by...
AbstractVarious generalizations of tree-characterization theorems are developed for n-dimensional co...
Much information about a graph can be obtained by studying its spanning trees. On the other hand, a ...
AbstractWe construct a family of extremely simple bijections that yield Cayley's famous formula for ...
Much information about a graph can be obtained by studying its spanning trees. On the other hand, a ...
AbstractWe construct a family of extremely simple bijections that yield Cayley's famous formula for ...
AbstractIn 1889, A. Cayley stated that the number of forests with n labeled vertices that consist of...
AbstractThis paper concerns extensions of Cayley's enumeration formula to a class of multi-dimension...
This paper concerns extensions of Cayley\u27s enumeration formula to a class of multi-dimensional tr...
AbstractThe graphs known as trees have natural analogues in higher dimensional simplicial complexes....
AbstractThe graphs known as trees have natural analogues in higher dimensional simplicial complexes....
Głównym punktem pracy jest wzór Cayley'a na liczbę wszystkich drzew oznaczonych oraz jego dowody.Pie...
AbstractIn 1889, A. Cayley stated that the number of forests with n labeled vertices that consist of...
AbstractA Cayley permutation (C-permutation for short) of length n is a permutation p of n elements ...
In this paper, we explore some of the methods that are often used to solve combinatorial problems by...
In this paper, we explore some of the methods that are often used to solve combinatorial problems by...
AbstractVarious generalizations of tree-characterization theorems are developed for n-dimensional co...
Much information about a graph can be obtained by studying its spanning trees. On the other hand, a ...
AbstractWe construct a family of extremely simple bijections that yield Cayley's famous formula for ...
Much information about a graph can be obtained by studying its spanning trees. On the other hand, a ...
AbstractWe construct a family of extremely simple bijections that yield Cayley's famous formula for ...
AbstractIn 1889, A. Cayley stated that the number of forests with n labeled vertices that consist of...
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