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29篇 您的检索式：作者名="Forys U"

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	题名	作者	年代	出处	被引量
1	Behavior of Solutions to Marchuk's Model Depending on a Time Delay显示文摘	Bodnar M Forys U	2000	International Journal of Application and Mathematical Computation2000，10，1：	1
2	Behavior of Solutions to Marchuk's Model Depending on a Time Delay 显示文摘	Bodnar M Forys U	2000	International Journal of Application and Mathematical Computation2000，10，1：	1
3	Periodic Dynamics in the Model of Immune System 显示文摘	Bodnar M Forys U	2000	Applied Mathematics2000，27，1：	1
4	Periodic Dynamics in the Model of Immune Reactions 显示文摘	Bodnar M Forys U	2001	Mathematical and Computer Modeling2001，34，78：	1
5	Time delays in regulatory apoptosis for solid avascular tumor显示文摘	Forys U Bodnar M	2003	Math Comput Modeling2003，37，：	1
6	Biological delay systems and the Mikhailov criterion of stability显示文摘	Forys U	2004	J Biol Syst2004，12，：	1
7	A model of immune system with time-dependent immune reactivity显示文摘	Bodnar M Forys U	2009	Non- linear Analysis2009，70，：	1
8	Time delay in necrotic core formation显示文摘	Bodnar M Fory U		0，，02：	1
9	Hopf Bifurcation in Marchuk′s Model of Immune Reactions显示文摘	Forys U	2001	Mathematical and Computer Modeling2001，34，78：	1
10	Global analysis of the initial value problem for a system of ODE modeling the immune system 'after vaccinations 显示文摘	FORYS U	1999	Math Comp Model1999，，259：	1
11	Global analysis of marchuk's model in case of weak immune system 显示文摘	FORYS U	1997	Math Comp Model1997，，256：	1
12	Global analysis of Marchuk's model in a case of weak immune system显示文摘	Forys U		0，，：	1
13	Global analysis of marchuk's model in case of strong immune system 显示文摘	FORYS U	2000	J BioL Sys2000，，4：	1
14	Global analysis of the initial value problem for a system of ODE modeling the immune system after vaccinations显示文摘	Forys U		0，，：	1
15	Global analysis of Marchuk's model in case of strong immune system显示文摘	Forys U		0，，：	1
16	Qualitative Analysis on the Initial Value Problem to the Logistic Equation with Delay显示文摘	KOWALCZYKR FORY U	2002	Mathematical and Computer Modelling2002，35，12：	1
17	Hopf bifurcation in marchuk's model of immune reactions显示文摘	FORYS U	2001	Mathematical and Computer Modelling2001，，34：	1
18	Behavior of Solutions to Marchuk′s Model Depending on a Time Delay显示文摘	Bodnar M Forys U	2000	International Journal of Application and Mathematical Computation2000，10，1：	1
19	Gompertz Model with Delays and Treatment: Mathematical Analysis 显示文摘	BODNAR M PIOTROWSKA M J FORY U	2013	Math Biosci Eng2013，10，3：	1
20	Global Analysis of Marczuk's Model in Case of Strong Immune System 显示文摘	U Forys	2000	Journal of Biological Systems (S0218-3390)2000，8，4：	1

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