Publikacje

Czasopismo: Mathematical Models & Methods In Applied Sciences

Liczba publikacji: 24

2017

• Mirosław Lachowicz, Henryk Leszczyński i Martin Parisot, Blow-up and global existence for a kinetic equation of swarm formation, Mathematical Models & Methods In Applied Sciences 27 (6) 2017, s. 1153–1175.zobacz w PBN

2016

• Miroslav Bul\'\i\vcek, Piotr Gwiazda, Endre Süli i Agnieszka Świerczewska-Gwiazda, Analysis of a viscosity model for concentrated polymers, Mathematical Models & Methods In Applied Sciences 26 (8) 2016, s. 1599–1648.zobacz w PBN
• J.Ignacio Tello i Dariusz Wrzosek, Predator-prey model with diffusion and indirect prey-taxis, Mathematical Models & Methods In Applied Sciences 26 (11) 2016, s. 2129–2162.zobacz w PBN
• Eduard Feireisl, Rupert Klein, Antonin Novotny i Ewelina Zatorska, On singular limits arising in the scale analysis of stratified fluid flows, Mathematical Models & Methods In Applied Sciences 26 (3) 2016, s. 419–443.zobacz w PBN
• Jose Antonio Carrillo, Young-Pil Choi i Ewelina Zatorska, On the pressureless damped Euler-Poisson equations with quadratic confinement: critical thresholds and large-time behavior, Mathematical Models & Methods In Applied Sciences 26 (12) 2016.zobacz w PBN

2014

• Marina Dolfin i Mirosław Lachowicz, Modeling altruism and selfishness in welfare dynamics: The role of nonlinear interactions, Mathematical Models & Methods In Applied Sciences 24 (12) 2014, s. 2361–2381.zobacz w PBN
• Ryszard Rudnicki i Jerzy Tiuryn, Size distribution of gene families in a genome, Mathematical Models & Methods In Applied Sciences 24 (4) 2014, s. 697–717.zobacz w PBN
• J. A. Carrillo, Piotr Gwiazda i A. Ulikowska, Splitting-particle methods for structured population models: convergence and applications, Mathematical Models & Methods In Applied Sciences 24 (11) 2014, s. 2171–2197.zobacz w PBN

2013

• Piotr Gwiazda, Agnieszka Świerczewska-Gwiazda i Miroslav Bulicek, Multi-dimensional scalar conservation laws with fluxes discontinuous in the unknown and the spatial variable, Mathematical Models & Methods In Applied Sciences 23 (3) 2013, s. 407–439.zobacz w PBN
• Jacek Banasiak i Mirosław Lachowicz, ON A MACROSCOPIC LIMIT OF A KINETIC MODEL OF ALIGNMENT, Mathematical Models & Methods In Applied Sciences 23 (14) 2013, s. 2647–2670.zobacz w PBN

2011

• Miroslav Bulicek, Piotr Gwiazda, Josef Malek i Agnieszka Katarzyna Świerczewska-Gwiazda, On scalar hyperbolic conservation laws with a discontinuous flux, Mathematical Models & Methods In Applied Sciences 21 (1) 2011, s. 89–113.zobacz w PBN
• Mark Chaplain, Mirosław Lachowicz, Zuzanna Szymańska i Dariusz Wrzosek, Mathematical modelling of cancer invasion: the importance of cell-cell adhesion and cell-matrix adhesion, Mathematical Models & Methods In Applied Sciences 21 (4) 2011, s. 719–743.zobacz w PBN

2010

• Piotr Mucha i Milan Pokorny, Weak solutions to equations of steady compressible heat conducting fluids, Mathematical Models & Methods In Applied Sciences 20 (5) 2010, s. 785–813.zobacz w PBN
• Dariusz Wrzosek, Piotr Krzyżanowski i Philippe Laurencot, Mathematical models of receptor-mediated transport of morphogens, Mathematical Models & Methods In Applied Sciences 20 (11) 2010, s. 2021–2052.zobacz w PBN

2009

• Zuzanna Szymańska, Cristian Morales-Rodrigo, Mirosław Lachowicz i Mark Chaplain, Mathematical modelling of cancer invasion of tissue: the role and effect of nonlocal interactions, Mathematical Models & Methods In Applied Sciences 19 (2) 2009, s. 257–281.zobacz w PBN
• Urszula Foryś, Multi-dimensional Lotka-Volterra systems for carcinogenesis mutations, Mathematical Models & Methods In Applied Sciences 32 2009, s. 2287–2308.zobacz w PBN

2008

• Piotr Gwiazda i Agnieszka Świerczewska-Gwiazda, On non-newtonian fluids with a property of rapid thickening under different stimulus, Mathematical Models & Methods In Applied Sciences 18 (7) 2008, s. 1073–1092.zobacz w PBN

2007

• Jerzy Tiuryn, Damian Wójtowicz i Ryszard Rudnicki, A Discrete Model of Evolution of Small Paralog Families, Mathematical Models & Methods In Applied Sciences 17 (6) 2007, s. 933–956.zobacz w PBN

2005

• Mirosław Lachowicz, Micro and meso scales of description corresponding to a model of tissue invasion by solid tumours, Mathematical Models & Methods In Applied Sciences 15 2005, s. 1667–1683.zobacz w PBN

2004

• Grzegorz Łukaszewicz i M Boukrouche, On a lubrication problem with fourier and tresca boundary conditions, Mathematical Models & Methods In Applied Sciences 14 (6) 2004, s. 913–941.zobacz w PBN

2002

• Mirosław Lachowicz i J Banasiak, Topological chaos for birth-and-death-type models with proliferation., Mathematical Models & Methods In Applied Sciences 12 (6) 2002, s. 755–775.zobacz w PBN
• Mirosław Lachowicz, From microscopic to macroscopic description for generalized kinetic models., Mathematical Models & Methods In Applied Sciences 12 (7) 2002, s. 985–1005.zobacz w PBN
• Dariusz Wrzosek i Ph Laurencot, From the nonlocal to the local discrete diffusive coagulation equations., Mathematical Models & Methods In Applied Sciences 12 2002, s. 1035–1048.zobacz w PBN

2001

• Mirosław Lachowicz i Dariusz Wrzosek, Nonlocal bilinear equations. Equilibrium solutions and diffusive limit., Mathematical Models & Methods In Applied Sciences 11 (8) 2001, s. 1393–1409.zobacz w PBN