Řízení v epidemiologických modelech práce
Control Problems in Epidemiology
bachelor thesis (DEFENDED)
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http://hdl.handle.net/20.500.11956/5814Identifiers
Study Information System: 42866
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- Kvalifikační práce [11214]
Author
Advisor
Referee
Pražák, Dalibor
Faculty / Institute
Faculty of Mathematics and Physics
Discipline
General Mathematics
Department
Department of Mathematical Analysis
Date of defense
28. 6. 2006
Publisher
Univerzita Karlova, Matematicko-fyzikální fakultaLanguage
Czech
Grade
Excellent
Na/.ev prace; Ki/cnf \) eh modeled] Aulor: Pavel Ci/ek Kaledra; Kaledra matemaliekc analy/.y Vcdouef bakala'rskc prace: Doc. KNDr. Jarosla\. CSc. c-inait vedouci'ho: niilota(« karlin.mff.cuni.c/ Ahsirakl: V predlo/cne praci studujeme model maso\. inlekcm mikropara/iiicke epidcinie. Co oduv.eni" modeiu, klcre \ycha/( / hiologickyeh po/nulku o sludovaiicni lypu epideiuii. u\a\liine |eho /a'kladm nialeniaiicke \htslmMi. /.axx'dcni'in ock(i\';ii:i' niotlei iransloriiiujcrnc. I);ile ^o /ah\\anie \laslnosUni feseni piivodm'ho i iransiorinox anelio niodelu a siahililou siaciona'nueli Inidii. PoroMuixanfni vysiedkii pro model puvodm a model iran>Jormovan\, /da je ocko\ain' /.a\edeno spra\-nc. lA.idinie i jiiie mo/noMi jcho /a\'edem. N;is!cdnc se /.ahvvanie cenou Icehy a ockovant'. Illedamc linancne n e j \ i re^cnf ma/k\k \'clikou cast populace oekovat. Tiile; Isi/em \h modeled! Auihor: Pa\el C ' f / e k Departnicnl: Kaledra iimlematickr aiialv/y Sii|)er\: Doe. RNDr. Jaio^lax Miloia. C'Se. Super\s e-mail adress: nii]o{a('1''karliu.n)tT.cuni.c/ Ahsii'acl: In the present work \\ studx a model of a ma^-action mieniparasiue epidoniic. After the deduction of llie motlel. \\lilcli issues from biologic in for uiafioii ahiui! ihe studied l\pe of epidemic. \\ mention basic maihematic.il chaiactcrislies. \\"e transform die...
Na/.ev prace; Ki/cnf \) eh modeled] Aulor: Pavel Ci/ek Kaledra; Kaledra matemaliekc analy/.y Vcdouef bakala'rskc prace: Doc. KNDr. Jarosla\. CSc. c-inait vedouci'ho: niilota(« karlin.mff.cuni.c/ Ahsirakl: V predlo/cne praci studujeme model maso\. inlekcm mikropara/iiicke epidcinie. Co oduv.eni" modeiu, klcre \ycha/( / hiologickyeh po/nulku o sludovaiicni lypu epideiuii. u\a\liine |eho /a'kladm nialeniaiicke \htslmMi. /.axx'dcni'in ock(i\';ii:i' niotlei iransloriiiujcrnc. I);ile ^o /ah\\anie \laslnosUni feseni piivodm'ho i iransiorinox anelio niodelu a siahililou siaciona'nueli Inidii. PoroMuixanfni vysiedkii pro model puvodm a model iran>Jormovan\, /da je ocko\ain' /.a\edeno spra\-nc. lA.idinie i jiiie mo/noMi jcho /a\'edem. N;is!cdnc se /.ahvvanie cenou Icehy a ockovant'. Illedamc linancne n e j \ i re^cnf ma/k\k \'clikou cast populace oekovat. Tiile; Isi/em \h modeled! Auihor: Pa\el C ' f / e k Departnicnl: Kaledra iimlematickr aiialv/y Sii|)er\: Doe. RNDr. Jaio^lax Miloia. C'Se. Super\s e-mail adress: nii]o{a('1''karliu.n)tT.cuni.c/ Ahsii'acl: In the present work \\ studx a model of a ma^-action mieniparasiue epidoniic. After the deduction of llie motlel. \\lilcli issues from biologic in for uiafioii ahiui! ihe studied l\pe of epidemic. \\ mention basic maihematic.il chaiactcrislies. \\"e transform die...