Add to ORKGN-body problem plays an important role in many real world problems, including astrophysical simulations, electrodynamics, fluid dynamics and data science. In particular, it is to compute the a sum of form f(xi) = n
The classic N-body problem refers to determining the motion of N particles that interact via a long-...
Evaluating the energy of a system of N bodies interacting via a pairwise potential is naïvely an O(N...
Many physical models require the simulation of a large number ($N$) of particles interacting throug...
We describe the design of several portable and efficient parallel implementations of adaptive N-body...
Solving an N-body problem, electrostatic or gravitational, is a crucial task and the main computatio...
In this paper, we describe a new approximation algorithm for the n-body problem. The algorithm is a ...
Multipole-based algorithms allow for reduction in the effort required to solve the N - body problem ...
Given an ensemble of n bodies in space whose interaction is governed by a potential function, the N-...
We report our efforts for the solution of large electromagnetics problems accurately and efficiently...
This thesis describes the Fast Multipole Method (FMM). The method reduces the complexity of the Coul...
Algorithms designed to efficiently solve this classical problem of physics fit very well on GPU hard...
The simulation of N-body system has been used extensively in biophysics and chemistry to investigate...
AbstractThis paper presents a parallel version of the fast multipole method (FMM). The FMM is a rece...
The fast multipole method is an algorithm first developed to approximately solve the N-body problem ...
<b>Invited Lecture at the SIAM <i>"Encuentro Nacional de Ingeniería Matemática,"</i> at Pontificia U...
The classic N-body problem refers to determining the motion of N particles that interact via a long-...
Evaluating the energy of a system of N bodies interacting via a pairwise potential is naïvely an O(N...
Many physical models require the simulation of a large number ($N$) of particles interacting throug...
We describe the design of several portable and efficient parallel implementations of adaptive N-body...
Solving an N-body problem, electrostatic or gravitational, is a crucial task and the main computatio...
In this paper, we describe a new approximation algorithm for the n-body problem. The algorithm is a ...
Multipole-based algorithms allow for reduction in the effort required to solve the N - body problem ...
Given an ensemble of n bodies in space whose interaction is governed by a potential function, the N-...
We report our efforts for the solution of large electromagnetics problems accurately and efficiently...
This thesis describes the Fast Multipole Method (FMM). The method reduces the complexity of the Coul...
Algorithms designed to efficiently solve this classical problem of physics fit very well on GPU hard...
The simulation of N-body system has been used extensively in biophysics and chemistry to investigate...
AbstractThis paper presents a parallel version of the fast multipole method (FMM). The FMM is a rece...
The fast multipole method is an algorithm first developed to approximately solve the N-body problem ...
<b>Invited Lecture at the SIAM <i>"Encuentro Nacional de Ingeniería Matemática,"</i> at Pontificia U...
The classic N-body problem refers to determining the motion of N particles that interact via a long-...
Evaluating the energy of a system of N bodies interacting via a pairwise potential is naïvely an O(N...
Many physical models require the simulation of a large number ($N$) of particles interacting throug...