Abstract: Many mathematical physics problems possess considerable computational complexity, especially when solving problems on three-dimensional meshes, which sometimes may be very large. Discontinuous Galerkin method is an example of such a problem. That is why the decreasing of the computing amount is an actual task. One of the possible methods of decreasing of the computing amount is to move some part of computations to the compile stage. C++ language with the appearance of templates (in the initial version of the language they were absent) gives such a possibility. This work illustrates the usage of template metaprogramming to speed-up the discontinuous Galerkin method. Besides, template metaprogramming sometimes allows to si...
A compiler approach for generating low-level computer code from high-level input for discontinuous G...
We investigate the relationship between C++ template metaprogramming and computational complexity, s...
Skeletal Galerkin methods are a vast family of numerical methods for the approximation of PDE-based ...
Abstract: Operator programming method allows the compact writing of mathematical formulas ...
In most existing software packages for the finite element method it is not possible to supply the we...
Large scale scientific computing raises questions on different levels ranging from the fomulation of...
Any partial recursive function can be computed at compile time, using C++ templates to define primi...
Abstract. Template metaprogramming (TMP) is an emerging new di-rection in C++ programming for execut...
In this paper we investigate the relationship between template metaprogramming and implicit complexi...
Any partial recursive function can be computed at compile time, using C++ templates to define primi...
This paper describes the Boost C++ template metaprogramming library (MPL), an extensible compile-tim...
We investigate the relationship between template metaprogramming and computational complexity, show...
Many architecure, medical and engineering applications need a spacial support for various numerical ...
International audienceDesigning parallel software is a difficult task, but it became essential in mo...
The template system of C++ is expressive enough to allow the programmer to write programs which are ...
A compiler approach for generating low-level computer code from high-level input for discontinuous G...
We investigate the relationship between C++ template metaprogramming and computational complexity, s...
Skeletal Galerkin methods are a vast family of numerical methods for the approximation of PDE-based ...
Abstract: Operator programming method allows the compact writing of mathematical formulas ...
In most existing software packages for the finite element method it is not possible to supply the we...
Large scale scientific computing raises questions on different levels ranging from the fomulation of...
Any partial recursive function can be computed at compile time, using C++ templates to define primi...
Abstract. Template metaprogramming (TMP) is an emerging new di-rection in C++ programming for execut...
In this paper we investigate the relationship between template metaprogramming and implicit complexi...
Any partial recursive function can be computed at compile time, using C++ templates to define primi...
This paper describes the Boost C++ template metaprogramming library (MPL), an extensible compile-tim...
We investigate the relationship between template metaprogramming and computational complexity, show...
Many architecure, medical and engineering applications need a spacial support for various numerical ...
International audienceDesigning parallel software is a difficult task, but it became essential in mo...
The template system of C++ is expressive enough to allow the programmer to write programs which are ...
A compiler approach for generating low-level computer code from high-level input for discontinuous G...
We investigate the relationship between C++ template metaprogramming and computational complexity, s...
Skeletal Galerkin methods are a vast family of numerical methods for the approximation of PDE-based ...