Katedra Teorii Optymalizacji i Sterowania - lista publikacji

Nadjednostka:

[Wszystkie publikacje]


[2024] [2023] [2022] [2021] [2020] [2019] [2018] [2017] [2016] [2015] [2014] [2013] [2012] [2011] [2010] [2009] [2008] [2007] [2006] [2005] [2004] [2003] [2002] [2001] [2000] [1999] [1998] [1997] [1996] [1995] [1994] [1993] [1992] [1990] [1987]
1-9 z 9.

2020

9.
Weimin Han, Michał Jureczka, Anna Ochal
Numerical studies of a hemivariational inequality for a viscoelastic contact problem with damage, Journal of Computational and Applied Mathematics vol. 377 (2020), 112886
8.
Patrick Winkert, Yunru Bai, Leszek Gasiński, Shengda Zeng
Existence of solutions for double phase obstacle problems with multivalued convection term, Journal of Mathematical Analysis and Applications (2020), in press
7.
Krzysztof Bartosz
Numerical analysis of a nonmonotone dynamic contact problem of a non-clamped piezoelectric viscoelastic body, Evolution Equations and Control Theory vol. Volume 9, Issue 4 (2020), 961-980
6.
Patrick Winkert, Yunru Bai, Leszek Gasiński, Shengda Zeng
Existence results for double phase implicit obstacle problems involving multivalued operators, Calculus of Variations and Partial Differential Equations vol. 59 (2020), 176
5.
Yunru Bai, Leszek Gasiński, Van Thien Nguyen, Shengda Zeng
Topological properties of the solution sets for parametric nonlinear Dirichlet problems, Complex Variables and Elliptic Equations (2020),
4.
Yunru Bai, Stanisław Migórski, Van Thien Nguyen, Shengda Zeng
Maximum principles for a class of generalized time-fractional diffusion equations, Fractional Calculus and Applied Analysis vol. 23 (3) (2020), 822-836
3.
Patrick Winkert, Yunru Bai, Leszek Gasiński, Shengda Zeng
W^1,p versus C^1: The nonsmooth case involving critical growth, Bulletin of Mathematical Sciences vol. 10:1 (2020), 2050009
2.
Leszek Gasiński, Piotr Kalita
On dynamic contact problem with generalized Coulomb friction, normal compliance and damage, Evolution Equations and Control Theory vol. 9 (2020), 1009-1026
1.
Danfu Han, Weimin Han, Michał Jureczka, Anna Ochal
Numerical analysis of a contact problem with wear, Computers and Mathematics with Applications vol. 79 (2020), 2942-2951