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Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145

§ Scientific articles

M.J. Alves, E.V. Alves, J.S.P. Munembe, Yu.V. Nepomnyashchikh Linear integral operators in spaces of continuous and essentially bounded vector functions // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 5-19. DOI: 10.20310/2686-9667-2024-29-145-5-19.

D.N. Barotov, R.N. Barotov Construction of smooth convex extensions of Boolean functions // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 20-28. DOI: 10.20310/2686-9667-2024-29-145-20-28.

V.R. Barseghyan, T.A. Simonyan, A.G. Matevosyan On one problem of quadcopter control with given intermediate values of different parts of coordinates // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 29-42. DOI: 10.20310/2686-9667-2024-29-145-29-42.

E.O. Burlakov, V.M. Verkhlyutov, I.N. Malkov On well-posedness of a mathematical model of evoked activity in the primary visual cortex // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 43-50. DOI: 10.20310/2686-9667-2024-29-145-43-50.

A.A. Volkov, A.F. Izmailov, E.I. Uskov Reduced Hessian methods as a perturbed Newton–Lagrange method // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 51-64. DOI: 10.20310/2686-9667-2024-29-145-51-64.

M.R. Langarshoev The best approximation of analytic in a unit circle functions in the Bergman weight space B_(2,μ) // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 65-76. DOI: 10.20310/2686-9667-2024-29-145-65-76.

L.I. Rodina On some classes of systems of differential equations // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 77-85. DOI: 10.20310/2686-9667-2024-29-145-77-85.

A.M. Romanenkov On the solution of a mixed problem for the equation of vibrations of a moving viscoelastic web // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 86-97. DOI: 10.20310/2686-9667-2024-29-145-86-97.

D.L. Stupin A new method of estimation of moduli of initial Taylor coefficients on the class of bounded non-vanishing functions // Russian Universities Reports. Mathematics. Tambov, 2024. Vol. 29. № 145. P. 98-120. DOI: 10.20310/2686-9667-2024-29-145-98-120.

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