In this paper we give one new proposal in finding optimal triangulation which is based on our authorial method for generating triangulation (Block method). We present two cases in calculation the triangulation weights (classical case and case based on block method). We also provide their equality and established relationship in calculation the weights for both models, with an emphasis on simplicity of calculations which occurs in the second case. The main goal of this paper is on the speed of obtaining optimal triangulation
We describe a fixed parameter algorithm for computing the minimum weight triangulation (MWT) of a si...
The dissertation includes new methods in order to increase the speed of generating polygon triangula...
The doctoral dissertation presents new algorithms for solving the problem of convex polygon triangul...
In this paper we give one new proposal in finding optimal triangulation which is based on our author...
This study presents a practical view of dynamic programming, specifically in the context of the appl...
Given a finite set of points in a plane, a triangulation is a maximal set of non-intersecting line s...
We consider practical methods for the problem of finding a minimum-weight triangulation (MWT) of a p...
AbstractGiven a planar point set, we consider three classes of optimal triangulations: (1) the minim...
We survey the computational geometry relevant to nite element mesh generation. We especially focus o...
122 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1993.A triangulation in the plane ...
The thesis describes point set triangulation in a real plane, and deals with the minimum weight tria...
Given a set of points in the Euclidean plane, we are interested in its triangulations, i.e., the max...
To perform efficient inference in Bayesian networks by means of a Junction Tree method, the network ...
AbstractTo perform efficient inference in Bayesian networks by means of a Junction Tree method, the ...
The weight of a triangulation is the sum of the Euclidean lengths of its edges. A minimum weight tri...
We describe a fixed parameter algorithm for computing the minimum weight triangulation (MWT) of a si...
The dissertation includes new methods in order to increase the speed of generating polygon triangula...
The doctoral dissertation presents new algorithms for solving the problem of convex polygon triangul...
In this paper we give one new proposal in finding optimal triangulation which is based on our author...
This study presents a practical view of dynamic programming, specifically in the context of the appl...
Given a finite set of points in a plane, a triangulation is a maximal set of non-intersecting line s...
We consider practical methods for the problem of finding a minimum-weight triangulation (MWT) of a p...
AbstractGiven a planar point set, we consider three classes of optimal triangulations: (1) the minim...
We survey the computational geometry relevant to nite element mesh generation. We especially focus o...
122 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1993.A triangulation in the plane ...
The thesis describes point set triangulation in a real plane, and deals with the minimum weight tria...
Given a set of points in the Euclidean plane, we are interested in its triangulations, i.e., the max...
To perform efficient inference in Bayesian networks by means of a Junction Tree method, the network ...
AbstractTo perform efficient inference in Bayesian networks by means of a Junction Tree method, the ...
The weight of a triangulation is the sum of the Euclidean lengths of its edges. A minimum weight tri...
We describe a fixed parameter algorithm for computing the minimum weight triangulation (MWT) of a si...
The dissertation includes new methods in order to increase the speed of generating polygon triangula...
The doctoral dissertation presents new algorithms for solving the problem of convex polygon triangul...