Mikhail Nazarenko

Computational Spinor Linearization of Nonlinear Algebraic Systems

This paper presents a scalable and robust computational architecture for the algebra-valued linearization and subsequent solution of square nonlinear algebraic systems. Building upon the historical foundation of the spinor method (Kuznetsov & Pshenichnikov, 1985), the proposed ap...

Computational Spinor Linearization of Nonlinear Algebraic Systems

This paper presents a scalable and robust computational architecture for the algebra-valued linearization and subsequent solution of square nonlinear algebraic systems. Building upon the historical foundation of the spinor method (Kuznetsov & Pshenichnikov, 1985), the proposed ap...