Experience in organizing hybrid parallel calculations in the Evtushenko–Golikov method for problems with block-angular structure

The potentialities of hybrid parallelization of the Evtushenko–Golikov method where the philosophy of the modified Lagrange functions is merged with the Mangasarian–Kanzow technology of quadratic approximation were demonstrated for the high-dimension linear programming problems with the block-diagonal matrix of constraints and horizontal bordering.

Presented by the member of Editorial Board: A. I. Kibzun