Wydział Matematyki, Informatyki i Mechaniki Uniwersytetu Warszawskiego
Publikacje
Urszula Foryś
2019
- Mariusz Bodzioch, Marcin Choiński i Urszula Foryś, SIS criss-cross model of tuberculosis in heterogeneous population, Discrete And Continuous Dynamical Systems-series B 24 (5) 2019, s. 2169–2188.zobacz w PBN
- Piotr Bajger, Mariusz Bodzioch i Urszula Foryś, Singularity of controls in a simple model of acquired chemotherapy resistance, Discrete And Continuous Dynamical Systems-series B 24 (5) 2019, s. 2039–2052.zobacz w PBN
- Natalia Bielczyk, Katarzyna Piskała, Martyna Płomecka, Piotr Radziński, Lara Todorova i Urszula Foryś, Time-delay model of perceptual decision making in cortical networks, Plos One 14 (2) 2019, s. e0211885.zobacz w PBN
2018
- Monika Joanna Piotrowska, Joanna Górecka i Urszula Foryś, The role of optimism and pessimism in the dynamics of emotional states, Discrete And Continuous Dynamical Systems-series B 23 (1) 2018, s. 401–423.zobacz w PBN
- Urszula Foryś, SOME REMARKS ON THE GOTTMAN-MURRAY MODEL OF MARITAL DISSOLUTION AND TIME DELAYS, Discrete And Continuous Dynamical Systems-series B 23 (1) 2018, s. 181–191.zobacz w PBN
- Urszula Foryś, Interdisciplinary character of mathematics: biomathematical perspective, w: Mathematical Transgressions 2015, Towarystwo Autorów i Wydawców Prac Naukowych Universitas, Kraków 2018, s. 341–348.zobacz w PBN
- Mariusz Bodzioch, Marcin Choiński i Urszula Foryś, Analysis of global dynamics for HIV-infection of CD4+T cells and its treatment, Mathematica Applicanda (matematyka Stosowana). Annales Societatis Mathematicae Polonae Series Iii 46 (1) 2018, s. 35–48.zobacz w PBN
- Piotr Radziński i Urszula Foryś, Analysis of a predator-prey model with disease in the predator species, Mathematica Applicanda (matematyka Stosowana). Annales Societatis Mathematicae Polonae Series Iii 46 (1) 2018, s. 137–147.zobacz w PBN
- Beata Jackowska-Zduniak i Urszula Foryś, Mathematical Model of Two Types of Atrioventricular Nodal Reentrant Tachycardia: Slow/Fast and Slow/Slow, w: Dynamical Systems in Theoretical Perspective, Springer, 2018, s. 169–182.zobacz w PBN
- Jan Poleszczuk i Urszula Foryś, Modelowanie odpowiedzi odpornościowej na rozwój nowtworu, w: Inzynierai biomedyczna. Podstawy i Zastosowania. Tom 1 Modelowanie procesów fizjologicznych i patofizjologicznych, 2018, r. 21, s. 531–548.zobacz w PBN
2017
- Emad Attia, Marek Bodnar i Urszula Foryś, Angiogenesis model with Erlang distributed delays, Mathematical Biosciences And Engineering 14 (1) 2017, s. 1–15.zobacz w PBN
- Urszula Foryś, Natalia Bielczyk, Katarzyna Piskała, Natalia Płomecka i Jan Poleszczuk, Impact of Time Delay in Perceptual Decision-Making: Neuronal Population Modeling Approach, Complexity 2017 (Article ID 4391587) 2017.zobacz w PBN
- Urszula Foryś i Jarosław Śmieja (red.), Proceedings of the XXIII National Conference Applications of Mathematics in Biology and Medicine, Politechnika Śląska, Uniwersytet Warszawski, Gliwice 2017.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Two models of drug resistance for low grade gliomas: comparison of the models dynamics, w: Proceedings of the XXIII National Conference Applications of Mathematics in Biology and Medicine, Politechnika Śląska, Uniwersytet Warszawski, Gliwice 2017, s. 37–42.zobacz w PBN
2016
- Piotr Bajger, Mariusz Bodzioch i Urszula Foryś, Role of Cell Competition in Acquired Chemotherapy Resistance, w: Proceedings of the 16th International Conference on Computational and Mathematical Methods in Science and Engineering, Costa Ballena (Rota), Cadiz, Spain 2016, s. 132–141.zobacz w PBN
- Beata Jackowska-Zduniak i Urszula Foryś, Mathematical model of the atrioventricular nodal double response tachycardia and double-fire pathology, Mathematical Biosciences And Engineering 13 (6) 2016, s. 1143–1158.zobacz w PBN
- Urszula Foryś, Time delays and the Gottman, Murray et al. model of marital interactions, w: Proceedings of the Twenty Second National Conference Applications of Mathematics in Biology and Medicine, Wydawnictwo Uniwersytetu Jana Kochanowskiego w Kielcach, Kielce 2016.zobacz w PBN
- Gang Huang, Anping Liu i Urszula Foryś, Global Stability Analysis of Some Nonlinear Delay Differential Equations in Population Dynamics, Journal Of Nonlinear Science 26 (1) 2016, s. 27–41.zobacz w PBN
- Urszula Foryś, Marek Bodnar i Yuri Kogan, Asymptotic dynamics of some t-periodic one-dimensional model with application to prostate cancer immunotherapy, Journal Of Mathematical Biology 73 (4) 2016, s. 867–883.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Delays do not cause oscillations in a corrected model of humoral mediated immune response, Applied Mathematics And Computation 289 2016, s. 7–21.zobacz w PBN
2015
- Urszula Foryś, Delayed equations in applications, Centrum Zastosowań Matematyki, 2015.zobacz w PBN
- Mariusz Ziółko, Urszula Foryś i Joanna Grzybowska (red.), Proceedings of the Twenty-First National Conference on Applications of Mathematics in Biology and Medicine, Regietów 22-26 September 2015, Institute of Applied Mathematics and Mechanics, University of Warsaw, Warszawa 2015.zobacz w PBN
- Emad Attia, Marek Bodnar i Urszula Foryś, Angiogenesis model with Erlang distributed delay in vessels formation, w: Proceedings of the Twenty-First National Conference on Applications of Mathematics in Biology and Medicine, Regietów 22-26 September 2015, Institute of Applied Mathematics and Mechanics, University of Warsaw, Warszawa 2015, s. 9–14.zobacz w PBN
- Urszula Foryś, Równanie Gompertza w modelowaniu prcesów nowotworowych, w: Metody matematyczne w zastosowaniach tom 3, Centrum Zastosowań Matematyki, Gdańsk 2015, r. 5, s. 85–102.zobacz w PBN
- Jan Poleszczuk, Aleksandra Krzywoń, Urszula Foryś i Maria Wideł, Connecting Radiation-Induced Bystander Effects and Senescence to Improve Radiation Response Prediction, Radiation Research 183 2015, s. 571–577.zobacz w PBN
- Meihong Qiao, Anping Liu i Urszula Foryś, The dynamics of a time delayed epidemic model on a population with birth pulse, Applied Mathematics And Computation 252 2015, s. 166–174.zobacz w PBN
2014
- Paweł Matejek i Urszula Foryś, O pewnym ciekawym zastosowaniu modelu Lotki-Volterry, Matematyka Poglądowa 1 2014, s. 8–27.zobacz w PBN
- Monika Joanna Piotrowska, Marek Bodnar i Urszula Foryś, Tractable Model of Malignant Gliomas Immunotherapy with Discrete Time Delays, Mathematical Population Studies 21 (3) 2014, s. 127–145.zobacz w PBN
- Marek Bodnar, Urszula Foryś i Monika Joanna Piotrowska (red.), Proceedings of the Twentieth National Conference on Applications of Mathematics in Biology and Medicine - Łochów 23-27 September 2014, Institute of Applied Mathematics and Mechanics, University of Warsaw, Warszawa 2014.zobacz w PBN
- Monika Joanna Piotrowska i Urszula Foryś, DELAY DIFFERENTIAL EQUATIONS IN BIO-POPULATIONS, Mathematical Population Studies 21 2014, s. 125–126.zobacz w PBN
- Jan Poleszczuk, Monika Joanna Piotrowska i Urszula Foryś, Optimal Protocols for the Anti-VEGF Tumor Treatment, Mathematical Modelling Of Natural Phenomena 9 (4) 2014, s. 204–215.zobacz w PBN
- Urszula Foryś, Co możemy opisać układem dynamicznym?, Annales Universitatis Paedagogicae Cracoviensis. Studia Ad Didacticam Mathematicae Pertinentia VI 2014, s. 73–86.zobacz w PBN
- Urszula Foryś, Meihong Qiao i Anping Liu, Asymptotic dynamics of a deterministic and stochastic predator--prey model with disease in the prey species, Mathematical Methods In The Applied Sciences 37 (3) 2014, s. 306––320.zobacz w PBN
- Meihong Qiao, Anping Liu i Urszula Foryś, Qualitative Analysis for a Reaction-Diffusion Predator-Prey Model with Disease in the Prey Species, Journal Of Applied Mathematics 2014.zobacz w PBN
- Beata Jackowska-Zduniak, Marek Bodnar i Urszula Foryś, Modified van der Pol equation with delay in a description of the heart action, International Journal Of Applied Mathematics And Computer Science 24 (4) 2014, s. 853–863.zobacz w PBN
- Urszula Foryś i Beata Jackowska-Zduniak, Two-stage model of carcinogenic mutations with the influence of delays, Discrete And Continuous Dynamical Systems-series B 19 (8) 2014, s. 2501–2519.zobacz w PBN
- Urszula Foryś, Jan Poleszczuk i Ting Liu, Logistic tumor growth with delay and impulsive treatment, Mathematical Population Studies 21 2014, s. 146–158.zobacz w PBN
- Małgorzata Półtorak i Urszula Foryś, Functioning in close relationships: Mathematical model, w: Proceedings of the Twentieth National Conference on Applications of Mathematics in Biology and Medicine - Łochów 23-27 September 2014, Institute of Applied Mathematics and Mechanics, University of Warsaw, Warszawa 2014, s. 88–94.zobacz w PBN
- Urszula Foryś, Nie tylko złoty podział: czy Fibonacci to przewidział?, w: Metody matematyczne w zastosowaniach, Centrum Zastosowań Matematyki, Politechnika Gdańska, Gdańsk 2014, s. 75–102.zobacz w PBN
- Urszula Foryś i Paweł Matejek, O pewnym ciekawym zastosowaniu modelu drapieżnik-ofiara, Delta 8 (483) 2014, s. 12–15.zobacz w PBN
2013
- Urszula Foryś i Monika Joanna Piotrowska, Analysis of the Hopf bifurcation for the family of angiogenesis models II: The case of two nonzero unequal delays, Applied Mathematics And Computation 220 (Complete) 2013, s. 277–295.zobacz w PBN
- Mao Mingzhi, Liu Ting i Urszula Foryś, The quenched law of the iterated logarithm for one-dimensional random walks in a random environment, Statistics & Probability Letters 83 2013, s. 52–60.zobacz w PBN
- Marek Bodnar, Monika Joanna Piotrowska, Urszula Foryś i Ewa Nizińska, Model of tumour angiogenesis - analysis of stability with respect to delays, Mathematical Biosciences And Engineering 10 (1) 2013, s. 19–35.zobacz w PBN
- Monika Joanna Piotrowska, Marek Bodnar, Jan Poleszczuk i Urszula Foryś, Mathematical modelling of immune reaction against gliomas: Sensitivity analysis and influence of delays, Nonlinear Analysis-real World Applications 14 (3) 2013, s. 1601–1620.zobacz w PBN
- Marek Bodnar, Monika Joanna Piotrowska i Urszula Foryś, Existence and stability of oscillating solutions for a class of delay differential equations, Nonlinear Analysis-real World Applications 14 (3) 2013, s. 1780–1794.zobacz w PBN
- Marek Bodnar, Urszula Foryś i Monika Joanna Piotrowska, Logistic type equations with discrete delay and quasi-periodic suppression rate, Applied Mathematics Letters 26 (6) 2013, s. 607–611.zobacz w PBN
- Urszula Foryś, Influence of time delays on a two-stage mutations model, w: Proceedings of the XIX National Conference Applications of Mathematics in Biology and Medicine, Gdańsk University of Technology, Gdańsk 2013.zobacz w PBN
- Meihong Qiao, Anping Liu i Urszula Foryś, Qualitative analysis of the SICR epidemic model with impulsive vaccinations, Mathematical Methods In The Applied Sciences 36 2013, s. 695–706.zobacz w PBN
- Monika Joanna Piotrowska, Urszula Foryś, Marek Bodnar i Jan Poleszczuk, A simple model of carcinogenic mutations with time delay and diffusion, Mathematical Biosciences And Engineering 10 (3) 2013, s. 861––872.zobacz w PBN
- Marek Bodnar, Monika Joanna Piotrowska i Urszula Foryś, Gompertz model with delays and treatment: mathematical analysis, Mathematical Biosciences And Engineering 10 (3) 2013, s. 551––563.zobacz w PBN
- Natalia Bielczyk, Urszula Foryś i Tadeusz Płatkowski, Dynamical models of dyadic interactions with delay, Journal Of Mathematical Sociology 37 (4) 2013, s. 223–249.zobacz w PBN
2012
- Natalia Bielczyk, Marek Bodnar i Urszula Foryś, Delay can stabilize: Love affairs dynamics, Applied Mathematics And Computation 219 2012, s. 3923–3937.zobacz w PBN
- Monika Joanna Piotrowska, Urszula Foryś, Marek Bodnar i Jan Poleszczuk, Carcinogenesis, mutations, delay and diffusion, w: Proceedings of the XVIII National Conference Applications of Mathematics in Biology and Medicine, Gdańsk University of Technology, Gdańsk 2012, s. 106–111.zobacz w PBN
- Urszula Foryś, Problems with modelling using delay differential equations, Науковий вісник Чернівецького Yніверситету 2 (2-3) 2012, s. 164–169.zobacz w PBN
2011
- Marek Bodnar, Urszula Foryś i Jan Poleszczuk, Negativity of delayed induced oscillations in a simple linear DDE, Applied Mathematics Letters 24 (6) 2011, s. 982–986.zobacz w PBN
- Urszula Foryś i Joanna Skonieczna, Stability switches for some class of delayed population models, Applicationes Mathematicae 38 2011, s. 51–66.zobacz w PBN
- Urszula Foryś i Jan Poleszczuk, A delay-differential equation model of HIV related cancer-immune system dynamics, Mathematical Biosciences And Engineering 8 (2) 2011, s. 627–641.zobacz w PBN
- Jan Poleszczuk, Marek Bodnar i Urszula Foryś, New approach to modeling of antiangiogenic treatment on the basis of Hahnfeldt et al. model, Mathematical Biosciences And Engineering 8 (2) 2011, s. 591–603.zobacz w PBN
- Monika Joanna Piotrowska i Urszula Foryś, Analysis of the Hopf bifurcation for the family of angiogenesis models, Journal Of Mathematical Analysis And Applications 382 (1) 2011, s. 180–203.zobacz w PBN
- Urszula Foryś, Marek Bodnar, Jan Poleszczuk i Monika Joanna Piotrowska (red.), Proceedings of the XVII National Conference on Application of Mathematics in Biology and Medicine, Uniwersytet Warszawski, Warszawa 2011.zobacz w PBN
- Monika Joanna Piotrowska, Urszula Foryś i Marek Bodnar, Delayed logistic equation with treatment function, w: Proceedings of the XVII National Conference on Application of Mathematics in Biology and Medicine, Uniwersytet Warszawski, Warszawa 2011, s. 66–72.zobacz w PBN
- Jan Poleszczuk, Urszula Foryś i Monika Joanna Piotrowska, New approach to anti-angiogenic treatment modelling and control, w: Proceedings of the XVII National Conference on Application of Mathematics in Biology and Medicine, Uniwersytet Warszawski, Warszawa 2011.zobacz w PBN
- Monika Joanna Piotrowska i Urszula Foryś, The nature of Hopf bifurcation for the Gompertz model with delays, Mathematical And Computer Modelling 54 (9-10) 2011, s. 2183–2198.zobacz w PBN
- Jacek Miękisz, Jan Poleszczuk, Marek Bodnar i Urszula Foryś, Stochastic Models of Gene Expression with Delayed Degradation, Bulletin Of Mathematical Biology 73 2011, s. 2231–2247.zobacz w PBN
- Urszula Foryś (red.), Proceedings of the Seventeenth National Conference on applications of mathematics in biology and medicine, Zakopane-Kościelisko, 1-6 September 2011, Institute of Applied Mathematics and Mechanics, University of Warsaw, 2011.zobacz w PBN
- Marek Bodnar, Urszula Foryś i Jan Poleszczuk, Analysis of biochemical reactions models with delays, Journal Of Mathematical Analysis And Applications 376 (1) 2011, s. 74–83.zobacz w PBN
2010
- Urszula Foryś, Influence of diffusion on interactions between malignant gliomas and immune system, Applicationes Mathematicae 37 (1) 2010, s. 53–67.zobacz w PBN
- Urszula Foryś i Monika Joanna Piotrowska, MGS Immunotherapy: Simplified Model with delays, w: Proceedings of the XVI National Conference on Application of Mathematics in Biology and Medicine, AGH, Kraków 2010.zobacz w PBN
- Yuri Kogan, Urszula Foryś, Ofir Shukron, Natalie Kronik i Zvia Agur, Cellular immunotherapy for high grade gliomas: mathematical analysis deriving efficacious infusion rates based on patient requireanalysis, Siam Journal On Applied Mathematics 70 (6) 2010, s. 1953–1976.zobacz w PBN
- Natalia Bielczyk, Marek Bodnar, Urszula Foryś i Jan Poleszczuk, Delay can stabilise: love affairs dynamics, w: Proceedings of the XVI National Conference on Application of Mathematics in Biology and Medicine, AGH, Kraków 2010, s. 12–17.zobacz w PBN
- Urszula Foryś i Jan Poleszczuk, Derivation of the Hahnfeldt et al. model (1999) revisited, w: Proceedings of the XVI National Conference on Application of Mathematics in Biology and Medicine, AGH, Kraków 2010.zobacz w PBN
2009
- Urszula Foryś i Zuzanna Szymańska, Models of interactions between heterophic and autotrophic organisms, Applicationes Mathematicae 36 2009, s. 279–294.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Angiogenesis model with carrying capacity depending on vessel density, Journal Of Biological Systems 17 (1) 2009, s. 1–25.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
- Urszula Foryś, Stability and bifurcations for the chronic state in Marchuk's model of an immune system, Journal Of Mathematical Analysis And Applications 352 2009, s. 922–942.zobacz w PBN
- Marek Bodnar i Urszula Foryś, A model of immune system with time-dependent immune reactivity, Nonlinear Analysis-theory Methods & Applications 70 (2) 2009, s. 1049–1058.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Influence of time delays on the hahnfeldt et al. angiogenesis model dynamics, Applicationes Mathematicae 36 (3) 2009, s. 251–262.zobacz w PBN
- Urszula Foryś i Jan Poleszczuk, Angiogenesis process with vessel impairment for gompertzian and logistic type of tumour growth, Applicationes Mathematicae 36 (3) 2009, s. 313–331.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Modelling of an immune reaction under the influence of interleukin, w: Proceedings of the XV National Conference Application of Mathematics in Biology and Medicine, Instytut Automatyki Politechnika Śląska, Gliwice 2009, s. 13–19.zobacz w PBN
- J. Skonieczna i Urszula Foryś, Stability switches for some class of delayed population models, w: Proceedings of the XV National Conference Application of Mathematics in Biology and Medicine, Instytut Automatyki Politechnika Śląska, Gliwice 2009.zobacz w PBN
- Marek Bodnar, Urszula Foryś i Zuzanna Szymańska, Model of AIDS-related tumour with time delay, Applicationes Mathematicae 36 (3) 2009, s. 263–278.zobacz w PBN
2008
- Urszula Foryś, Spatial effect on interactions between brain tumour and immune system - influence of diffusion, w: Proceedings of the XIV National Conference on Application of Mathematics in Biology and Medicine, Wydział Matematyki Informatyki i Mechaniki, Uniwersytet Warszawski, Warszawa 2008.zobacz w PBN
- Tomasz Trabszys, Jarosław Badowski i Urszula Foryś, Matematyczny model odpowiedzi odpornościowej (I), Matematyka, SpoŁeczeŃstwo, Nauczanie 41 2008, s. 48–56.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Global stability and Hopf bifurcation for a general class of delay differential equations, Mathematical Methods In The Applied Sciences 31 (10) 2008, s. 1197–1207.zobacz w PBN
- Marek Bodnar i Urszula Foryś (red.), Proceedings of the XIV National Conference on Application of Mathematics in Biology and Medicine, Wydział Matematyki Informatyki i Mechaniki, Uniwersytet Warszawski, Warszawa 2008.zobacz w PBN
- Marek Bodnar, Urszula Foryś i Zuzanna Szymańska, Model of AIDS-related tumour with time delay, w: Proceedings of the XIV National Conference on Application of Mathematics in Biology and Medicine, Wydział Matematyki Informatyki i Mechaniki, Uniwersytet Warszawski, Warszawa 2008, s. 12–17.zobacz w PBN
2007
- Urszula Foryś, Modele dyskretne a modele ciągłe w biomatematyce, Delta 10 2007, s. 6–8.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Three types of simple DDE's describing tumor growth, Journal Of Biological Systems 15 (4) 2007, s. 1–19.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Hahnfeldt angiogenesis model with time delays, w: Proceedings of the XIII National Conference on Application of Mathematics in Biology and Medicine, Serpelice 2007, s. 19–24.zobacz w PBN
- Urszula Foryś i Zuzanna Szymańska, Analisis of the heterotrophic - autorophic organisms model, w: Krajowa Konferencja Zastosowan Matematyki w Biologii i Medycynie, Serpelice nad Bugiem, 18 - 22 wrzesnia 2007, Serplice 2007.zobacz w PBN
2006
- Urszula Foryś, Jacek Waniewski i Petar Zhikov, Anti-tumour immunity and tumour anti-immunity in a mathematical model of tumour immunotherapy., Journal Of Biological Systems 14 2006, s. 13–30..zobacz w PBN
- Petar Zhivkov, Urszula Foryś i Jacek Waniewski, Anti-tumor immunity and tumor anti-immunuty in a mathematical model of tumor immunotherapy, Journal Of Biological Systems 14 (1) 2006, s. 13–30.zobacz w PBN
- Marek Bodnar i Urszula Foryś, A model of immune system with time-depended immune reactivity, w: Proceedings XII Krajowej Konferencji Zastosowań Matematyki w Biologii i Medycynie, University of Computer Engineering and Telecomunications in Kielce, Kielce 2006.zobacz w PBN
- Urszula Foryś, Two dimensional cancer angiogenesis model, w: Proceedings of the Twelfth National Conference on Application of Mathematics in Biology and Medicine, University of Computer Engineering and Telecomunications in Kielce, Kielce 2006.zobacz w PBN
2005
- Urszula Foryś i A. Mokwa-Borkowska, Solid tumour growth analysis of necrotic core formation, Mathematical And Computer Modelling 42 (5-6) 2005, s. 593–600.zobacz w PBN
- Urszula Foryś, Matematyka w biologii, Wydawnictwa Naukowo-Techniczne, Warszawa 2005.zobacz w PBN
- Urszula Foryś, Stability analysis and comparison of the models for carcinogenesis mutations in the case of two stages of mutations, Journal Of Applied Analysis 11 (2) 2005, s. 281–300.zobacz w PBN
- Urszula Foryś, Time delays in one-stage models for carcinogenesis mutations, w: Proceedings of the Eleventh National Conference on Aplication of Mathematics in biology and medicine, University of Computer Engineering and Telecommunications, Kielce 2005.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Time delay in necrotic core formation, Mathematical Biosciences And Engineering 2 (3) 2005, s. 461–472.zobacz w PBN
- Urszula Foryś, Yuri Kheifetz i Yuri Kogan, Critical-point analysis for three-variable cancer angiogenesis models, Mathematical Biosciences And Engineering 2 (3) 2005, s. 511–525.zobacz w PBN
2004
- Urszula Foryś i Mikhail Kolev, Time delays in proliferation and apoptosis for solid avascular tumour, w: Mathematical Modelling of Population Dynamics, Banach Center Publications, Institute of Mathematics,Polish Academy of Sciences, Warszawa 2004.zobacz w PBN
- Urszula Foryś, Comparison of the models for carcinogenesis mutations - one-stage case, w: Proceedings of the X National Conference on Application of Mathematics in Biology and Medicine, University of Computer Engineering and Telecomunications, Kielce 2004.zobacz w PBN
- Urszula Foryś i Monika Joanna Piotrowska, Time delays in solid avascular tumour growth, w: Proceedings of the X national Conference on Application of Mathematics in Biology and Medicine, University of Computer Engineering and Telecomunications, Kielce 2004, s. 43–48.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Time delay in a model of necrotic core formation, w: Proceedings of the X National Conference on Application of Mathematics in Biology and Medicine, University of Computer Engineering and Telecomunications, Kielce 2004, s. 13–18.zobacz w PBN
- Urszula Foryś, Global stability for a class of delay differential equations, Applied Mathematics Letters 17 2004, s. 581–584.zobacz w PBN
- Urszula Foryś, Biological delay systems and the Mikhailov criterion of stability, Journal Of Biological Systems 12 (1) 2004, s. 45–60.zobacz w PBN
2003
- Urszula Foryś i Marek Bodnar, Time delays in proliferation process for solid avascular tumour, Mathematical And Computer Modelling 37 2003, s. 1201–1209.zobacz w PBN
- Urszula Foryś i Marek Bodnar, Time delays in regulatory apoptosis for solid avascular tumour, Mathematical And Computer Modelling 37 (11) 2003, s. 1211–1220.zobacz w PBN
- Urszula Foryś i Anna Marciniak-Czochra, Logistic equations in tumour growth modelling, International Journal Of Applied Mathematics And Computer Science 13 (3) 2003, s. 317–326.zobacz w PBN
- Urszula Foryś, Analysis of the model of coral reefs colony, w: Proceedings of the Nine National Conference on Mathematics Applied to Biology and Medicine, M.Markun, J. Stefaniak, Institute of Mathematics Jagiellonian University, Kraków 2003.zobacz w PBN
2002
- Remigiusz Kowalczyk i Urszula Foryś, Qualitative analysis on the initial value problem to the logistic equation with delay., Mathematical And Computer Modelling 35 (1-2) 2002, s. 1–13.zobacz w PBN
- Urszula Foryś i Anna Marciniak-Chochra, Delay logistic equation with diffusion., w: Proceedings of the Eight National Conference on Mathematics Applied to Biology and Medicine, Warszawa 2002.zobacz w PBN
- Urszula Foryś, Jakub Nowak i Anna Mokwa-Borkowska, Some remarks on coral reefs, mathematical modelling and organic architecture of the future., w: Proceedings of the Eight National Conference on Mathematics Applied to Biology and Medicine, Warszawa 2002.zobacz w PBN
2000
- Marek Bodnar i Urszula Foryś, Periodic dynamics in a model of immune system., Applicationes Mathematicae 27 (1) 2000, s. 113–126.zobacz w PBN
- Marek Bodnar i Urszula Foryś, Behaviour of solutions to Marchuks model depending on a time delay., Applied Mathematics And Computer Science 10 (1) 2000, s. 97–1122.zobacz w PBN
- M. Bodnar i U. Foryś, Behaviour of Solutions to Marchuk's Model Depending on a Time Delay, International Journal Of Applied Mathematics And Computer Science Vol. 10, no 1 2000, s. 97–112.zobacz w PBN
- Urszula Foryś, Global analysis of Marczuks model in case of strong immune system., Journal Of Biological Systems 8 (4) 2000, s. 331–346.zobacz w PBN
- Urszula Foryś, Modele matematyczne w epidemiologii i immunologii., Mathematica Applicanda (matematyka Stosowana). Annales Societatis Mathematicae Polonae Series Iii Nr 1 (1) 2000, s. 35–67.zobacz w PBN
- Urszula Foryś, Some remarks on the stability of chronic state in Marchuks model depending on time delay, w: Proceedings of the Sixth National Conference on Application of Mathematics in Biology and Medicine., Zawoja 2000.zobacz w PBN
- Urszula Foryś, Professor Wiesław Szlenk (1935-1995), Applicationes Mathematicae 27 2000, s. 1–20.zobacz w PBN
- Urszula Foryś i Norbert Żołek, Complementary analysis of the initial value problem for a system of o.d.e. modelling the immune system after vaccinations, Applicationes Mathematicae 27 (1) 2000, s. 103–111.zobacz w PBN
1999
- Marek Bodnar i Urszula Foryś, Forest-pest interaction dynamics, w: Proceedings of the V National Conference Application of Mathematics to Biology and Medicine, Instytut Elektroniki AGH, Kraków 1999, s. 15–20.zobacz w PBN
1998
- Urszula Foryś, Mirosław Lachowicz i Jacek Waniewski (red.), Proceedings of the IV National Conference Application of Mathematics to Biology and Medicine, Wydział Matematyki Informatyki i Mechaniki, Uniwersytet Warszawski, Warszawa 1998.zobacz w PBN
- Marek Bodnar i Urszula Foryś, A model of the immune system with stimulation depending on time, w: Proceedings of the IV National Conference Application of Mathematics to Biology and Medicine, Wydział Matematyki Informatyki i Mechaniki, Uniwersytet Warszawski, Warszawa 1998, s. 12–17.zobacz w PBN
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