Proceedings of: Third International Workshop on Sustainable Ultrascale Computing Systems (NESUS 2016). Sofia (Bulgaria), October, 6-7, 2016.In this work, we consider a parallel numerical solution of problems depending onf ractional power sof elliptic operator. Three different state of theart approaches are used to transform the original non-local problem into well-known local PDE problems. Parallel numerical algorithms for allt hreea pproaches are developed and discussed. Results of their parallel performance tests are presented and analysed.The work presented in this paper has been partially supported by EU under the COST programme Action IC1305,’Network for Sustainable Ultrascale Computing (NESUS)’. This research was also funded by ag...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
One of the ongoing issues with fractional-order diffusion models is the design of efficient numerica...
This research focuses on parallel algorithms, which help to solve limited memory and computational t...
This research focuses on parallel algorithms, which help to solve limited memory and computational t...
The work is devoted to developing the parallel algorithms for solving the initial boundary problem f...
The work is devoted to developing the parallel algorithms for solving the initial boundary problem f...
SIGLEAvailable from British Library Document Supply Centre- DSC:D96853 / BLDSC - British Library Doc...
This dissertation presents a decisive advance in the numerical solution and analysis of fractional d...
Fractional diffusion equations model phenomena exhibiting anomalous diffusion that can not b...
It is very time consuming to solve fractional differential equations. The computational complexity o...
AbstractFor the solution of elliptic problems, fractional step methods and in particular alternating...
Fractional diffusion equations model phenomena exhibiting anomalous diffusion that can not b...
This tutorial aims to give an introduction to the design of parallel numeri-cal procedures for solvi...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
One of the ongoing issues with fractional-order diffusion models is the design of efficient numerica...
This research focuses on parallel algorithms, which help to solve limited memory and computational t...
This research focuses on parallel algorithms, which help to solve limited memory and computational t...
The work is devoted to developing the parallel algorithms for solving the initial boundary problem f...
The work is devoted to developing the parallel algorithms for solving the initial boundary problem f...
SIGLEAvailable from British Library Document Supply Centre- DSC:D96853 / BLDSC - British Library Doc...
This dissertation presents a decisive advance in the numerical solution and analysis of fractional d...
Fractional diffusion equations model phenomena exhibiting anomalous diffusion that can not b...
It is very time consuming to solve fractional differential equations. The computational complexity o...
AbstractFor the solution of elliptic problems, fractional step methods and in particular alternating...
Fractional diffusion equations model phenomena exhibiting anomalous diffusion that can not b...
This tutorial aims to give an introduction to the design of parallel numeri-cal procedures for solvi...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
Fractional diffusion systems model a number of important applications, as for example water diffusio...
One of the ongoing issues with fractional-order diffusion models is the design of efficient numerica...