AbstractWe present a single set of recurrence parameters and a single set of recurrence relations which can be used to provide a linear algorithm for evaluating a wide class of graph theoretic parameters for series–parallel graphs. The set of recurrences presented here is no larger than has been necessary in solving any one of the parameters. Problems that can be solved using our template of recurrence relations include those involving the concepts of domination, packing, redundance, and independence
Algorithms which are recursive have running times which can be described by recurrence equations or ...
Given a positive even integer n, we show how to generate the set G(n) of graphical partitions of n,...
AbstractAn infinite sequence of graphs {Gn}n⩾0 is called recursive if the Tutte polynomials T(Gn;x,y...
AbstractWe present a single set of recurrence parameters and a single set of recurrence relations wh...
Abstract. We show that any graph polynomial from a wide class of graph polynomials yields a recurren...
AbstractFor a graph G, a graph recurrence sequence x0,x1,x2,… of vectors is defined by the recurrenc...
on the occasion of his 85th birthday. Abstract. A sequence of graphs Gn is iteratively constructible...
International audienceGiven several $n$-dimensional sequences, we first present an algorithmfor comp...
A new parallel algorithm for the solution of a general linear recurrence is described. Its relation...
Recurrence equations lie at the heart of many computational paradigms including dynamic programming,...
<p>This paper introduces some algorithms for solving linear relationships, homogeneous and non-homog...
Recurrence sequences are of great intrinsic interest and have been a central part of number theory f...
AbstractA restructuring transformation is described which can be used to parallelize recurrence rela...
The central feature of this study is to provide an exposition on the introduction to linear recurren...
This article presents an innovative and efficient approach for computing linear recurrences, offerin...
Algorithms which are recursive have running times which can be described by recurrence equations or ...
Given a positive even integer n, we show how to generate the set G(n) of graphical partitions of n,...
AbstractAn infinite sequence of graphs {Gn}n⩾0 is called recursive if the Tutte polynomials T(Gn;x,y...
AbstractWe present a single set of recurrence parameters and a single set of recurrence relations wh...
Abstract. We show that any graph polynomial from a wide class of graph polynomials yields a recurren...
AbstractFor a graph G, a graph recurrence sequence x0,x1,x2,… of vectors is defined by the recurrenc...
on the occasion of his 85th birthday. Abstract. A sequence of graphs Gn is iteratively constructible...
International audienceGiven several $n$-dimensional sequences, we first present an algorithmfor comp...
A new parallel algorithm for the solution of a general linear recurrence is described. Its relation...
Recurrence equations lie at the heart of many computational paradigms including dynamic programming,...
<p>This paper introduces some algorithms for solving linear relationships, homogeneous and non-homog...
Recurrence sequences are of great intrinsic interest and have been a central part of number theory f...
AbstractA restructuring transformation is described which can be used to parallelize recurrence rela...
The central feature of this study is to provide an exposition on the introduction to linear recurren...
This article presents an innovative and efficient approach for computing linear recurrences, offerin...
Algorithms which are recursive have running times which can be described by recurrence equations or ...
Given a positive even integer n, we show how to generate the set G(n) of graphical partitions of n,...
AbstractAn infinite sequence of graphs {Gn}n⩾0 is called recursive if the Tutte polynomials T(Gn;x,y...