Add to ORKGThis formulation of the Roy-Floyd-Warshall algorithm for the tran-sitive closure bypasses matrices and arrays, but uses a more direct mathematical model with adjacency functions for immediate predeces-sors and successors. This can be implemented efficiently in functional programming languages and is particularly adequate for sparse rela
We investigate the impact of using different algorithmic techniques and data representations in algo...
with a broad background. Consider the problem to solve the algebraic path problem can be concluded t...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/15...
We state Warshall's algorithm in an abstract form and prove its correctness, while postponing the ch...
This paper addresses the problem of computing transitive closure of a given directed graph on linear...
We provide a generic work-list algorithm to compute the transi-tive closure of finite relations wher...
The field of application of closure systems goes from theoretical areas as algebra or geometry to pr...
Forming the transitive closure of a binary relation (or directed graph) is an important part of many...
We present new optimal systolic algorithms for the transitive closure problem on ring and linear arr...
We provide a generic work-list algorithm to compute the (reflexi-ve-)transitive closure of relations...
AbstractWarshall's agorithm is an efficient algorithm for computing the transitive closure of a bina...
AbstractThis paper surveys several alternative data structures and algorithms for multiplying sparse...
AbstractThis paper contains the synthesis of several transitive closure algorithms (including Warsha...
In this thesis, we present four algorithms for solving sparse nonlinear systems of equations: the pa...
AbstractClosed semi-rings and the closure of matrices over closed semi-rings are defined and studied...
We investigate the impact of using different algorithmic techniques and data representations in algo...
with a broad background. Consider the problem to solve the algebraic path problem can be concluded t...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/15...
We state Warshall's algorithm in an abstract form and prove its correctness, while postponing the ch...
This paper addresses the problem of computing transitive closure of a given directed graph on linear...
We provide a generic work-list algorithm to compute the transi-tive closure of finite relations wher...
The field of application of closure systems goes from theoretical areas as algebra or geometry to pr...
Forming the transitive closure of a binary relation (or directed graph) is an important part of many...
We present new optimal systolic algorithms for the transitive closure problem on ring and linear arr...
We provide a generic work-list algorithm to compute the (reflexi-ve-)transitive closure of relations...
AbstractWarshall's agorithm is an efficient algorithm for computing the transitive closure of a bina...
AbstractThis paper surveys several alternative data structures and algorithms for multiplying sparse...
AbstractThis paper contains the synthesis of several transitive closure algorithms (including Warsha...
In this thesis, we present four algorithms for solving sparse nonlinear systems of equations: the pa...
AbstractClosed semi-rings and the closure of matrices over closed semi-rings are defined and studied...
We investigate the impact of using different algorithmic techniques and data representations in algo...
with a broad background. Consider the problem to solve the algebraic path problem can be concluded t...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/15...