### RESEARCH INTO FUNCTIONAL EQUATIONS ARISING FROM MATHEMATICAL MODELING OF CRITICAL STATES OF HETEROGENEOUS SOFT LAYERS

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Dilman V.L., Trunova D.A. Mathematical Modeling of the Critical Sates of a Heterogeneous Plastic Rectangle at Plane Deformation. Bulletin of the Magnitogorsk State University. Mathematics, 2012, issue 14, pp. 46-55. (in Russian)

Dilman V.L., Trunova D.A. Mathematical Modelling of the Critical States of the Heterogeneous Layer Under Different Conditions of Heterogeneity. Molodoy Issledovatel' - Materialy 66-y Studencheskoy Nauchnoy Konferentsii. Young Researcher - Proceedings of 66-th Student Scientific Conference. Chelyabinsk, Publishing center of SUSU, 2013, vol. 2, pp. 166-171. (in Russian)

Dilman V.L., Trunova D.A. The Stress State of a Rectangular Plastic Layer with the Function of Heterogeneity Depending on Two Variables. Yuzhno-Uralskaya Molodezhnaya Shkola po Matematicheskomu Modelirovaniyu, Chelyabinsk, 29-30 Maya 2014. South Ural Youth School on Mathematical Modeling, Chelyabinsk, 29-30 May 2014. Chelyabinsk, Publishing center of SUSU, 2014, pp. 144-151. (in Russian)

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