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Showing 10 out of a total of 28 results for community: Mathematics and Applied Mathematics.
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A monotone scheme for Hamilton-Jacobi equations via the nonstandard finite difference method
Anguelov, Roumen
;
Lubuma, Jean M.-S.
;
Minani, Froduald
(
Wiley-Blackwell
,
2010-01
)
The convergence space of minimal usco mappings
Anguelov, Roumen
;
Kalenda, O.F.K.
(
Springer
,
2009
)
Total variation diminishing nonstandard finite difference schemes for conservation laws
Anguelov, Roumen
;
Lubuma, Jean M.-S.
;
Minani, Froduald
(
Elsevier
,
2009
)
Bi-stable dynamics of a host-pathogen model
Anguelov, Roumen
;
Bekker, Rebecca
;
Dumont, Yves
(
Biomath Forum
,
2019-01-23
)
In vitro effects and mathematical modelling of CTCE-9908 (a chemokine receptor 4 antagonist) on melanoma cell survival
Basson, Charlise
;
Phiri, Avulundiah Edwin
;
Gandhi, Manjunath
;
Anguelov, Roumen
;
Serem, June Cheptoo
;
Bipath, Priyesh
;
Hlophe, Yvette Nkondo
(
Wiley
,
2024-06
)
Topological structure preserving numerical simulations of dynamical models
Anguelov, Roumen
;
Popova, Evgenija D.
(
Elsevier
,
2010-06
)
Nonstandard finite difference method revisited and application to the Ebola virus disease transmission dynamics
Anguelov, Roumen
;
Berge, Tsanou
;
Chapwanya, Michael
;
Djoko, J.K. (Jules Kamdem)
;
Kama, P.
;
Lubuma, Jean M.-S.
;
Terefe, Y.
(
Taylor and Francis
,
2020
)
The big unknown : the asymptomatic spread of COVID-19
Anguelov, Roumen
;
Banasiak, Jacek
;
Bright, Chelsea
;
Lubuma, Jean M.-S.
;
Ouifki, Rachid
(
Biomath Forum
,
2020-05
)
Parameter identification in population models for insects using trap data
Dufourd, Claire
;
Weldon, Christopher William
;
Anguelov, Roumen
;
Dumont, Yves
(
2013
)
Stability analysis and dynamics preserving nonstandard finite difference schemes for a malaria model
Anguelov, Roumen
;
Dumont, Yves
;
Lubuma, Jean M.-S.
;
Mureithi, Eunice W.
(
Routledge
,
2013-02
)
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Anguelov, Roumen (28)
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