Publications

Journal: Mathematical And Computer Modelling

Number of publications: 17

Monika Joanna Piotrowska and Urszula Foryś, The nature of Hopf bifurcation for the Gompertz model with delays, Mathematical And Computer Modelling 54 (9-10) 2011, p. 2183–2198.see in PBN

Monika Joanna Piotrowska, E. Mamontov, A. Peterson and A. Koptyug, A model and simulation for homeorhesis in the motion of a single individual, Mathematical And Computer Modelling 48 (7-8) 2008, p. 1122–1142.see in PBN
Monika Joanna Piotrowska, Hopf Bifurcation in a Solid Avascular Tumour Growth Model with two Discrete Delays, Mathematical And Computer Modelling 47 (5-6) 2008, p. 597–603.see in PBN

Urszula Foryś and A. Mokwa-Borkowska, Solid tumour growth analysis of necrotic core formation, Mathematical And Computer Modelling 42 (5-6) 2005, p. 593–600.see in PBN
Mirosław Lachowicz, L. Arlotti and A. Deutsch, On a Discrete Boltzmann-Type Model of Swarming, Mathematical And Computer Modelling 41 (10) 2005, p. 1193–1201.see in PBN
M. Koley, Ewa Kozłowska and Mirosław Lachowicz, A mathematical model for single cell cancer- immune system dynamics, Mathematical And Computer Modelling 1 2005, p. 1–13.see in PBN
Monika Joanna Piotrowska, Activator -Inhibitor Systems with Delay and Pattern Formation, Mathematical And Computer Modelling 42 2005, p. 123–131.see in PBN

Tadeusz Płatkowski, Evolution of populations playing mixed multiplayer games, Mathematical And Computer Modelling 39 (9-10) 2004, p. 981–989.see in PBN

Urszula Foryś and Marek Bodnar, Time delays in proliferation process for solid avascular tumour, Mathematical And Computer Modelling 37 2003, p. 1201–1209.see in PBN
Urszula Foryś and Marek Bodnar, Time delays in regulatory apoptosis for solid avascular tumour, Mathematical And Computer Modelling 37 (11) 2003, p. 1211–1220.see in PBN
U. Foryś and M. Bodnar, Time delays in regulatory apoptosis for solid avascular tumour, Mathematical And Computer Modelling 37 2003, p. 1211–1220.see in PBN

Marek Bodnar, On the norm conservation for the generalized kinetic populatuion models with delay., Mathematical And Computer Modelling 35 (7-8) 2002, p. 765–778.see in PBN
Remigiusz Kowalczyk and Urszula Foryś, Qualitative analysis on the initial value problem to the logistic equation with delay., Mathematical And Computer Modelling 35 (1-2) 2002, p. 1–13.see in PBN
M. Bodnar, Norm conservation for generalized kinetic population models with delay, Mathematical And Computer Modelling 35 2002, p. 765–778.see in PBN

Urszula Foryś, Hopf bifurcation in Marchuks model of immune reactions., Mathematical And Computer Modelling 34 2001, p. 725–735.see in PBN
Grzegorz Łukaszewicz, Long time behavior of 2D micropolar fluid flows., Mathematical And Computer Modelling 34 (5-6) 2001, p. 487–509.see in PBN

Urszula Foryś, Global analysis of Marchuk’s model in a case of weak immune system, Mathematical And Computer Modelling 25 (6) 1997, p. 97–106.see in PBN