We have posed a simple but interesting graph theoretic problem and posited a heuristic solution procedure, which we have christened as Vectored Route-lenght Minimization (VeRMin). Basically, it constitutes a re-casting of the classical "shortest route" problem in a strictly Euclidean space. We have presented only a heuristic solution process hoping that a formal proof will eventually emerge as the problem receives wider exposure within mathematical circles
We propose shortest path algorithms that use A ∗ search in combination with a new graph-theoretic lo...
This thesis contains the following subjects: - Several shortest path algorithms, both label-setting ...
The problem of finding an optimal route between two points in a space strewn with obstacles has been...
We have posed a simple but interesting graph theoretic problem and posited a heuristic solution proc...
We have posed a simple but interesting graph theoretic problem and posited a heuristic solution proc...
While heuristics based on geometric constructs of the networks would appear to improve performance o...
Introduction: The problem of the shortest route or minimum cost route, has been one of the topics mo...
With the increasing use of geographical information systems (GIS) and route planning software, users...
We illustrate the use of the techniques of modern geometric optimal control theory by studying the s...
Among the main issues in the theory of geometric grids on spatial information systems, is the proble...
In this paper, we report on our own experience in studying a fundamental problem on graphs: all pair...
Abstract. In this paper, we study a class of optimal path problems with the following phenomenon: Th...
This article is concerned with the problem of finding optimal vehicle routes to minimize the overall...
Optimal path problems arise in many applications and several efficient methods are widely used for s...
In this paper, we introduce a path algebra well suited for navigation in environments that can be ab...
We propose shortest path algorithms that use A ∗ search in combination with a new graph-theoretic lo...
This thesis contains the following subjects: - Several shortest path algorithms, both label-setting ...
The problem of finding an optimal route between two points in a space strewn with obstacles has been...
We have posed a simple but interesting graph theoretic problem and posited a heuristic solution proc...
We have posed a simple but interesting graph theoretic problem and posited a heuristic solution proc...
While heuristics based on geometric constructs of the networks would appear to improve performance o...
Introduction: The problem of the shortest route or minimum cost route, has been one of the topics mo...
With the increasing use of geographical information systems (GIS) and route planning software, users...
We illustrate the use of the techniques of modern geometric optimal control theory by studying the s...
Among the main issues in the theory of geometric grids on spatial information systems, is the proble...
In this paper, we report on our own experience in studying a fundamental problem on graphs: all pair...
Abstract. In this paper, we study a class of optimal path problems with the following phenomenon: Th...
This article is concerned with the problem of finding optimal vehicle routes to minimize the overall...
Optimal path problems arise in many applications and several efficient methods are widely used for s...
In this paper, we introduce a path algebra well suited for navigation in environments that can be ab...
We propose shortest path algorithms that use A ∗ search in combination with a new graph-theoretic lo...
This thesis contains the following subjects: - Several shortest path algorithms, both label-setting ...
The problem of finding an optimal route between two points in a space strewn with obstacles has been...