Abstract—The distributed resampling algorithm with propor-tional allocation (RNA) [1] is key to implementing particle filtering applications on parallel computer systems. We extend the original work by Bolic ́ et al. by introducing an adaptive RNA (ARNA) algorithm, improving RNA by dynamically adjusting the particle-exchange ratio and randomizing the process ring topology. This improves the runtime performance of ARNA by about 9 % over RNA with 10 % particle exchange. ARNA also significantly improves the speed at which information is shared between processing elements, leading to about 20-fold faster con-vergence. The ARNA algorithm requires only a few modifications to the original RNA, and is hence easy to implement. Index Terms—Distribute...
Abstract — We present the design, analysis, and real-time implementation of a distributed computatio...
<p> Resampling algorithm for particle filters aimed at solving particle degeneracy problem but caus...
Particle filtering has been a very popular method to solve nonlinear/non-Gaussian state estimation p...
Particle filtering methods are powerful tools for online estimation and tracking in nonlinear and no...
Resampling in the particle filter algorithm can solve the algorithm's degeneracy problem. In order t...
Abstract The restrictions that are related to using single distribution resampling for some specific...
Abstract: Particle filters have been widely used for the solution of optimal estimation problems in ...
The most challenging aspect of particle filtering hardware implementation is the resampling step. Th...
In this paper, a graphics processor unit (GPU) accelerated particle filtering algorithm is presented...
Resampling is a well-known statistical algorithm that is commonly applied in the context of Particle...
We consider deployment of the particle filter on modern massively parallel hardware architectures, s...
Abstract Particle filtering is a numerical Bayesian technique that has great potential for solving s...
Particle filters, also known as sequential Monte Carlo (SMC) methods, use the Bayesian inference and...
The particle filter provides numerical approximation to a nonlinear filtering problem, especially du...
Resampling is a standard step in particle filters and more generally sequential Monte Carlo methods....
Abstract — We present the design, analysis, and real-time implementation of a distributed computatio...
<p> Resampling algorithm for particle filters aimed at solving particle degeneracy problem but caus...
Particle filtering has been a very popular method to solve nonlinear/non-Gaussian state estimation p...
Particle filtering methods are powerful tools for online estimation and tracking in nonlinear and no...
Resampling in the particle filter algorithm can solve the algorithm's degeneracy problem. In order t...
Abstract The restrictions that are related to using single distribution resampling for some specific...
Abstract: Particle filters have been widely used for the solution of optimal estimation problems in ...
The most challenging aspect of particle filtering hardware implementation is the resampling step. Th...
In this paper, a graphics processor unit (GPU) accelerated particle filtering algorithm is presented...
Resampling is a well-known statistical algorithm that is commonly applied in the context of Particle...
We consider deployment of the particle filter on modern massively parallel hardware architectures, s...
Abstract Particle filtering is a numerical Bayesian technique that has great potential for solving s...
Particle filters, also known as sequential Monte Carlo (SMC) methods, use the Bayesian inference and...
The particle filter provides numerical approximation to a nonlinear filtering problem, especially du...
Resampling is a standard step in particle filters and more generally sequential Monte Carlo methods....
Abstract — We present the design, analysis, and real-time implementation of a distributed computatio...
<p> Resampling algorithm for particle filters aimed at solving particle degeneracy problem but caus...
Particle filtering has been a very popular method to solve nonlinear/non-Gaussian state estimation p...