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dr Michał Bełdzinski

Bełdziński Michał

Zakład Modelowania Matematycznego

 Stanowisko: adiunkt badawczo-dydaktyczny

 Pokój: 144

 Telefon: (+48) 42 631-38-52

e-mail: michal.beldzinski@p.lodz.pl

 

 

Treść (rozbudowana)
Publikacje w Czasopismach Naukowych
  • M. Bełdziński, M. Galewski, F. Pietrusiak, Minimization principle for hemivariational–variational inequality driven by uniformly monotone operators with application to problems in contact mechanics, Nonlinear Analysis: Real World Applications, vol. 79 (2024), https://doi.org/10.1016/j.nonrwa.2024.104134, (100pkt.)
  • Michał Bełdziński, Marek Galewski  Potential and monotone homeomorphisms in Banach spaces  Advances in Nonlinear Analysis, vol. 13, no. 1, 2024, pp. 20230108. https://doi.org/10.1515/anona-2023-0108 (100pkt)
  • M. Bełdziński, M.  Galewski, F.  Pietrusiak. Minimax principles for mixed variational inequalities driven by uniformly monotone operators. Discrete and Continuous Dynamical Systems - S, 2023, 16(11): 2964-2979. doi: 10.3934/dcdss.2023197 (70pkt)
  • M. Bełdziński, M. Galewski, I. Kossowski,  On a version of hybrid existence result for a system of nonlinear equations Advanced Nonlinear Studies, vol. 23, no. 1, 2023, pp. 20230112. https://doi.org/10.1515/ans-2023-0112  (100 pkt.)
  • Bełdziński Michał; Galewski Marek; Barilla David, Nash-type equilibria for systems of partially potential nonlinear equations Math. Methods Appl. Sci. 46 (2023), no. 11, 11830–11841. (100 pkt.)
  • Michał Bełdzinski, Marek Galewski, Witold Majdak, On the nonlinear perturbations of self-adjoint operators, Adv. Nonlinear Anal. (100 pkt.), 11 no.1 (2022), 1117–1133
  • Michał Bełdzinski, Marek Galewski, Igor Kossowski, Dependence on parameters for nonlinear equations—Abstract principles and applications, Mathematical Methods in the Applied Sciences (100 pkt.), 45 (3) (2022), 1668–1686
  • Michał Bełdzinski, Marek Galewski, Igor Kossowski, Stability of Non-Linear Dirichlet Problems with ϕ-Laplacian, Entropy (100 pkt.), 23(6), 647 (2021), 10 pp.
  • Michał Bełdzinski, T. Gałaj, R. Bednarski, Filip Pietrusiak, Marek Galewski, A. Wojciechowski, On the Existence of Non-Spurious Solutions to Second Order Dirichlet Problem, Symmetry (70 pkt.), 13 (2), art. 231 (2021), 
  • Michał Bełdzinski, Marek Galewski, Nash–type equilibria for systems of non-potential equations, Applied Mathematics and Computation (100 pkt.), vol.385 (2020),
  • Michał Bełdzinski, Marek Galewski, On solvability of elliptic boundary value problems via global invertibility, Opuscula Mathematica (70 pkt.), 40 (1) (2020), 37-47
  • Michał Bełdzinski, Marek Galewski, On the Existence and Uniqueness of Dirichlet Problems on a Positive Half-Line, Minimax Theory and its Applications (70 pkt.), 4 (1) (2019), 055--069
  • Michał Bełdzinski, Marek Galewski, On unique solvability of a Dirichlet problem with nonlinearity depending on the derivative, Opuscula Mathematica (70 pkt.), 39 (2) (2019), 131-144
  • Michał Bełdzinski, Marek Galewski, Global diffeomorphism theorem applied to the solvability of discrete and continuous boundary value problems, Journal of Difference Equations and Applications (25 pkt.), 24 (2) (2018), 277-290, JCR
  • Michał Bełdzinski, Marek Galewski, Robert Stegliński, Solvability of Abstract Semilinear Equations by a Global Diffeomorphism Theorem, Results in Mathematics (25 pkt.), 73 (3) (2018), JCR
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