In this pape6 we deal with n ~ o geometric problems arising froin heterogeneous parallel computing: how to partition the unit square irito p rectangles of given area SI, sa,... sp (such that E:='=, s = l), so as to mini-mize (i) either the sum of the p perimeters of the rect-angles (i i) or the largest perimeter of the p rectangles. For both problems, we prove NP-completeness and we introduce approximation algorithms.
A set of rectangles S is said to be gridpacked if there exists a rectangular grid (not necessarily r...
AbstractWe show that the way to partition a unit square into k2+s rectangles, for s=1 or s=-1, so as...
We study the problem of optimally partitioning a two-dimensional array of elements by cutting each ...
International audienceIn this paper, we deal with two geometric problems arising from heterogeneous ...
In this paper, we deal with two geometric problems arising from heterogeneous parallel computing: ho...
(eng) In this paper, we deal with two geometric problems arising from heterogeneous parallel computi...
In this paper, we consider the problem of partitioning a square into a set of zones of prescribed ar...
International audienceThe problem of partitioning a square into zones of prescribed areas arises whe...
The problem of partitioning an input rectilinear polyhedron P into a minimum number of 3D rectangles...
The problem of partitioning dense matrices into sets of sub-matrices has received increased attentio...
2012 IEEE 26th Parallel and Distributed Processing Symposium Workshops and PhD Forum (IPDPSW), Shang...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15462 / INIST-CNRS ...
We revisit two NP-hard geometric partitioning problems – convex decomposition and sur-face approxima...
In this report, we consider a simple but important linear algebra kernel, matrix-matrix multiplicati...
AbstractA set of rectangles S is said to be grid packed if there exists a rectangular grid (not nece...
A set of rectangles S is said to be gridpacked if there exists a rectangular grid (not necessarily r...
AbstractWe show that the way to partition a unit square into k2+s rectangles, for s=1 or s=-1, so as...
We study the problem of optimally partitioning a two-dimensional array of elements by cutting each ...
International audienceIn this paper, we deal with two geometric problems arising from heterogeneous ...
In this paper, we deal with two geometric problems arising from heterogeneous parallel computing: ho...
(eng) In this paper, we deal with two geometric problems arising from heterogeneous parallel computi...
In this paper, we consider the problem of partitioning a square into a set of zones of prescribed ar...
International audienceThe problem of partitioning a square into zones of prescribed areas arises whe...
The problem of partitioning an input rectilinear polyhedron P into a minimum number of 3D rectangles...
The problem of partitioning dense matrices into sets of sub-matrices has received increased attentio...
2012 IEEE 26th Parallel and Distributed Processing Symposium Workshops and PhD Forum (IPDPSW), Shang...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15462 / INIST-CNRS ...
We revisit two NP-hard geometric partitioning problems – convex decomposition and sur-face approxima...
In this report, we consider a simple but important linear algebra kernel, matrix-matrix multiplicati...
AbstractA set of rectangles S is said to be grid packed if there exists a rectangular grid (not nece...
A set of rectangles S is said to be gridpacked if there exists a rectangular grid (not necessarily r...
AbstractWe show that the way to partition a unit square into k2+s rectangles, for s=1 or s=-1, so as...
We study the problem of optimally partitioning a two-dimensional array of elements by cutting each ...