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Urszula Foryś Książki: 1. Urszula Foryś, Matematyka w biologii, WNT ...

Urszula Foryś Książki: 1. Urszula Foryś, Matematyka w biologii, WNT ...

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<strong>Książki</strong>:<br />

<strong>Urszula</strong><strong>Foryś</strong><br />

<strong>1.</strong><strong>Urszula</strong><strong>Foryś</strong>,<strong>Matematyka</strong>w<strong>biologii</strong>,<strong>WNT</strong>Warszawa2005(podręcznikzbiomatematyki).<br />

2.Tłumaczeniezangielskiego(wspólniezMarkiemBodnarem)Iczęści<br />

książkiMurray’aMathematicalBiologyp.t.Wprowadzeniedobiomatematyki,PWN,Warszawa,2006.<br />

3.Rozprawahabilitacyjna:Matematycznemodelowanieprocesównowotworowychzuwzględnieniemróżnychstadiówrozwojunowotworu,prace<br />

IBIB,66,Warszawa2006.<br />

•Artykułynaukowe:<br />

Publikacjepohabilitacji(od2007roku)<br />

M.Bodnar,U.<strong>Foryś</strong>,ThreetypesofsimpleODEsdescribingtumourgrowth,J.Biol.Sys.,15(4)2007,453-47<strong>1.</strong><br />

M.Bodnar,U.<strong>Foryś</strong>,GlobalstabilityandHopfbifurcationfora<br />

generalclassofdelaydifferentialequations,ukażesięwMath.Met.<br />

Appl.Sci.,dostępneonlinewearlyview<br />

M.Bodnar,U.<strong>Foryś</strong>,Amodelofimmunesystemwithtime-depended<br />

immunereactivity,ukażesięwNonlinearAnalysisSeriesA:Theory,<br />

Methods&Applications<br />

•Materiałykonferencyjne(„proceedings”)—wszystkierecenzowane:<br />

M.Bodnar,U.<strong>Foryś</strong>,Hahnfeldtangiogenesismodelwithtimedelays,wProceedingsoftheXIIINationalConferenceonApplicationof<br />

MathematicsinBiologyandMedicine,Koninki,2007.<br />

U.<strong>Foryś</strong>,Z.Szymańska,Analysisoftheheterothropic-autotrophic<br />

organismsmodel,wProceedingsoftheXIIINationalConferenceon<br />

ApplicationofMathematicsinBiologyandMedicine,Koninki,2007.<br />

•Artykułypopularno-naukowe:<br />

U.<strong>Foryś</strong>,Modeledyskretneamodeleciągłewbiomatemtyce,Delta<br />

10(401)(2007).<br />

1


Spispublikacjipodoktoracie(od1997roku)<br />

Artykułynaukowe:<br />

<strong>1.</strong>U.<strong>Foryś</strong>,GlobalanalysisofMarchuk’smodelinacaseofweakimmune<br />

system,Math.Comp.Modelling,25(6)(1997),97-106.<br />

2.U.<strong>Foryś</strong>,N.Żołek,Amodelofimmunesystemaftervaccinations,ARI,<br />

50(1998),180-184.<br />

3.U.<strong>Foryś</strong>,Globalanalysisoftheinitialvalueproblemforasystemof<br />

ODEmodelingtheimmunesystemaftervaccinations,Math.Comp.<br />

Modelling,29(1999),79-85.<br />

4.U.<strong>Foryś</strong>,GlobalanalysisofMarchuk’smodelincaseofstrongimmune<br />

system,J.Biol.Sys.,8(4)(2000),331-346.<br />

5.M.Bodnar,U.<strong>Foryś</strong>,BehaviourofsolutionstoMarchuk’smodeldependingonatimedelay,Internat.J.Appl.Math.Comput.Sci,10(1)<br />

(2000),97-112.<br />

6.M.Bodnar,U.<strong>Foryś</strong>,Periodicdynamicsinthemodelofimmunesystem,Appl.Math.(Warsaw),27(1)(2000),113-126.<br />

7.U.<strong>Foryś</strong>,N.Żołek,Complementaryanalysisoftheinitialvalueproblem<br />

forsystemofODEmodellingimmunesystemaftervaccinations,Appl.<br />

Math.(Warsaw),27(1)(2000),103-11<strong>1.</strong><br />

8.U.<strong>Foryś</strong>,HopfbifurcationinMarchuk’smodelofimmunereactions,<br />

Math.Comp.Modelling,34(2001),725-735.<br />

9.U.<strong>Foryś</strong>,Marchuk’smodelofimmunesystemdynamicswithapplicationtotumourgrowth,J.Theor.Medicine,4(1)(2002),85-93.<br />

10.U.<strong>Foryś</strong>,R.Kowalczyk,Qualitativeanalysisontheinitialvalueproblemtothelogisticequationwithdelay,Math.Comp.Modelling,35<br />

(2002),1-13.<br />

1<strong>1.</strong>U.<strong>Foryś</strong>,M.Bodnar,Timedelaysinproliferationprocessforsolid<br />

avasculartumour,Math.Comp.Modelling,37(2003),1201-1209.<br />

12.U.<strong>Foryś</strong>,M.Bodnar,Timedelaysinregulatoryapoptosisforsolid<br />

avasculartumour,Math.Comp.Modelling,37(2003),1211-1220.<br />

2


13.U.<strong>Foryś</strong>,A.Marciniak-Czochra,Logisticequationsintumourgrowth<br />

modelling,Int.J.Appl.Math.Comp.Sci,13(3)(2003),317-326.<br />

14.U.<strong>Foryś</strong>,GlobalstabilityforaclassofdelayequationsAppl.Math.<br />

Letters,17(2004),581-584.<br />

15.U.<strong>Foryś</strong>,BiologicaldelaysystemsandtheMikhailovcriterionofstability,J.Biol.Sys.,12(1)(2004),1-16,(preprintOntheMikhailov<br />

criterionandstabilityofdelaydifferentialequations,RW01-14(97)<br />

November2001).<br />

16.U.<strong>Foryś</strong>,A.Mokwa-Borkowska,SolidTumourGrwoth.Analysisof<br />

NecroticCoreFormation,Math.Comp.Modelling42(2005),593-600.<br />

17.U.<strong>Foryś</strong>,StabilityAnalysisandComparisonoftheModelsforCarcinogenesisMutationsintheCaseofTwoStagesofMutations,JAA<br />

(Łódź),11(2)(2005),281-300.<br />

18.U.<strong>Foryś</strong>,M.Bodnar,TimeDelayinNecroticCoreFormation,Math.<br />

Biosci.andEngineering2(3)(2005),461-472.<br />

19.U.<strong>Foryś</strong>,Y.Kheifetz,Y.Kogan,Critical-PointAnalysisforThree-<br />

VariableCancerAngiogenesisModel,Math.Biosci.andEngineering2<br />

(3)(2005),511-525.<br />

20.U.<strong>Foryś</strong>,J.Waniewski,P.Zhivkov,Anti-tumourimmunityandtumouranti-immunityinamathematicalmodeloftumourimmunotherapy,<br />

J.Biol.Sys.14(1)(2006),1-18.<br />

Artykułyprzeglądowe:<br />

•U.<strong>Foryś</strong>,ProfessorWiesławSzlenk(1935-1995),Appl.Math.(Warsaw),27(1)(2000),1-20.<br />

•U.<strong>Foryś</strong>,Modelematematycznewepidemiologiiiimmunologii,<strong>Matematyka</strong>Stosowana.<strong>Matematyka</strong>dlaspołeczeństwa,1(2000).<br />

•U.<strong>Foryś</strong>,<strong>Matematyka</strong>inowotwory,MSN27(VII),41-43,(2001).<br />

Artykułypopularno-naukowe:<br />

•U.<strong>Foryś</strong>,Modelowanierozwojunowotworu,Delta10(341)(2002).<br />

3


•U.<strong>Foryś</strong>,Rolaopóźnieniawmodelowaniuzjawiskprzyrodniczych,Delta3(358)(2004).<br />

Materiałykonferencyjne(„proceedings”)—wszystkierecenzowane:<br />

<strong>1.</strong>U.<strong>Foryś</strong>,ProfessorWiesławSzlenk-lifeandactivity,inproceedingsof<br />

theIVNationalConferenceonApplicationofMathematicsinBiology<br />

andMedicine,Zwierzyniec,1998.<br />

2.M.Bodnar,U.<strong>Foryś</strong>,Amodeloftheimmunesystemwithstimulationdependingontime,inproceedingsoftheIVNationalConference<br />

onApplicationofMathematicsinBiologyandMedicine,Zwierzyniec,<br />

1998.<br />

3.M.Bodnar,U.<strong>Foryś</strong>,Forest-pestinteractiondynamics,inproceedings<br />

oftheVNationalConferenceonApplicationofMathematicsinBiology<br />

andMedicine,UstrzykiGórne,1999.<br />

4.U.<strong>Foryś</strong>,SomeremarksonthestabilityofchronicstateinMarchuk’s<br />

modeldependingontimedelay,inproceedingsoftheVINationalConferenceonApplicationofMathematicsinBiologyandMedicine,Zawoja,2000.<br />

5.U.<strong>Foryś</strong>,Timedelaysinavasculartumourgrowth,proceedingsofthe<br />

VIINationalConferenceonApplicationofMathematicsinBiologyand<br />

Medicine,Zawoja,200<strong>1.</strong><br />

6.U.<strong>Foryś</strong>,A.Marciniak-Czochra,Delaylogisticequationwithdiffusion,<br />

proceedingsoftheVIIINationalConferenceonApplicationofMathematicsinBiologyandMedicine,Łajs,2002.<br />

7.U.<strong>Foryś</strong>,J.Nowak,A.Mokwa-Borkowska,Someremarksoncoralreefs,<br />

mathematicalmodellingandorganicarchitectureofthefuture,proceedingsoftheVIIINationalConferenceonApplicationofMathematics<br />

inBiologyandMedicine,Łajs,2002.<br />

8.U.<strong>Foryś</strong>,Analysisofthemodelofcoralreefscolony,proceedingsofthe<br />

IXNationalConferenceonApplicationofMathematicsinBiologyand<br />

Medicine,Piwniczna,2003.<br />

4


9.U.<strong>Foryś</strong>andM.Kolev,Timedelaysinproliferationandapoptosis<br />

forsolidavasculartumour,inMathematicalModellingofPopulation<br />

Dynamics,ed.byR.Rudnicki,BanachCenterPublications,Vol.63<br />

(2004),187-196.<br />

10.U.<strong>Foryś</strong>,Comparisonofthemodelsforcarcinogenesismutations—one<br />

stagecase,proceedingsoftheXNationalConferenceonApplicationof<br />

MathematicsinBiologyandMedicine,ŚwiętyKrzyż,2004.<br />

1<strong>1.</strong>M.Bodnar,U.<strong>Foryś</strong>,Timedelayinamodelofnecroticcoreformation,<br />

proceedingsoftheXNationalConferenceonApplicationofMathematicsinBiologyandMedicine,ŚwiętyKrzyż,2004.<br />

12.U.<strong>Foryś</strong>,M.J.Piotrowska,Timedelaysinsolidavasculartumour,proceedingsoftheXNationalConferenceonApplicationofMathematics<br />

inBiologyandMedicine,ŚwiętyKrzyż,2004.<br />

13.<strong>Urszula</strong><strong>Foryś</strong>,Timedelyasinone-stagemodelforcarcinogenesismutations,proceedingsoftheXINationalConferenceonApplicationof<br />

MathematicsinBiologyandMedicine,Zawoja,2005.<br />

•Artykułynaukowe:<br />

Pozostałepublikacje(przeddoktoratem):<br />

U.<strong>Foryś</strong>,Mathematicalmodelofanimmunesystemwithrandom<br />

timeofreaction,Appl.Math.(Warsaw)21(4)(1993),521-536.<br />

U.<strong>Foryś</strong>,Interleukinmathematicalmodelofanimmunesystem,J.<br />

Biol.Sys.3(1995),889-902.<br />

•Rozdziałwksiążce:<br />

U.<strong>Foryś</strong>,Discretemathematicalmodelofanimmunesystem,in<br />

MathematicalPopulationDynamics:analysisofheterogeneity,Volume<br />

two:Carcinogenesisandcell&tumorgrowth,O.Arino,D.Axelrod,<br />

M.Kimmel,editors,WuerzPublishing,1995,167-182.<br />

•Materiałykonferencyjne(„proceedings”)—wszystkierecenzowane:<br />

U.<strong>Foryś</strong>,Themathematicalmodelofimmunesystemwithrandom<br />

timeofreaction,inLecturenotesoftheICBseminars.Biosystems,ICB<br />

Warsaw1992,162-186.<br />

5


U.<strong>Foryś</strong>,GlobalanalysisofMarchuk’smodelofanimmunesystem<br />

insomespecialcases,inproceedingsoftheINationalConferenceon<br />

ApplicationofMathematicsinBiologyandMedicine,Zakopane,1995.<br />

U.<strong>Foryś</strong>,Mathematicalmodelofanimmunesysteminacaseof<br />

vaccination,inproceedingsoftheIINationalConferenceonApplicationofMathematicsinBiologyandMedicine,Zakopane,1996.<br />

6

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