4. ON A CERTAIN STOCHASTIC ALGEBRAIC-DIFFERENTIAL INCLUSION WITH MEAN DERIVATIVES,
SATISFYING THE RANK-DEGREE CONDITION
SATISFYING THE RANK-DEGREE CONDITION
DOI:
How to Cite:
Ryazantsev, M. "On a Certain Stochastic Algebraic-Differential Inclusion with Mean Derivatives, Satisfying the
Rank-Degree Condition." Global and Stochastic Analysis, vol. 12, no. 5, 2025, pp. 23–28.
Abstract
In this paper we study a Leontief-type inclusion with symmetric first-order mean derivative whose matrix pencil is
regular and satisfies the rank-degree condition. We prove the existence of a perfect solution and a solution that
minimizes some quality functional for such inclusion.
Keywords
Key words and phrases. Mean derivative, stochastic algebraic-differential inclusions.