A recursive parallel programming language and its application to algebraic computations

This report presents an informal description of the GSTC language and some methods of recursive parallel programming language which enable us to organize parallelizing with the help of a set of basic structures (stencils). This makes it possible to design effective recursive parallel programs and to create, on their basis, some libraries of standard subprograms. The methods are intended, in particular, for organization of algebraic computations and are illustrated by recursive parallel programs for matrix multiplication.