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Showing 10 out of a total of 26 results for community: Mathematics and Applied Mathematics.
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A priori analysis of multilevel finite volume approximation of 1D convective Cahn–Hilliard equation
Appadu, A. Rao
;
Djoko, J.K. (Jules Kamdem)
;
Gidey, H.H.
(
Springer
,
2017-12
)
A simple mathematical model for Ebola in Africa
Tsanou, Berge
;
Lubuma, Jean M.-S.
;
Moremedi, G.M.
;
Morris, Neil Kenneth
;
Kondera-Shava, R.
(
Taylor and Francis
,
2017
)
Analysis of multilevel finite volume approximation of 2D convective Cahn–Hilliard equation
Appadu, A. Rao
;
Djoko, J.K. (Jules Kamdem)
;
Gidey, H.H.
;
Lubuma, Jean M.-S.
(
Springer
,
2017-04
)
Analysis of the Brinkman-Forchheimer equations with slip boundary conditions
Djoko, J.K. (Jules Kamdem)
;
Razafimandimby, Paul Andre
(
Taylor and Francis
,
2014
)
Assessing the impact of the environmental contamination on the transmission of Ebola virus disease (EVD)
Tsanou, Berge
;
Lubuma, Jean M.-S.
;
Bowong, Samuel
;
Mbang, Joseph
(
Springer
,
2017-10
)
Bifurcation analysis of a phage-bacteria interaction model with prophage induction
Teytsa, Hyacinthe M. Ndongmo
;
Tsanou, Berge
;
Bowong, Samuel
;
Lubuma, Jean M.-S.
(
Oxford University Press
,
2021-03
)
Characterization of a b-metric space completeness via the existence of a fixed point of Ciric-Suzuki type quasi-contractive multivalued operators and applications
Alolaiyan, Hanan
;
Ali, Basit
;
Abbas, Mujahid
(
Ovidius University, Constanta
,
2019
)
Computational study of three numerical methods for some linear and nonlinear advection-diffusion-reaction problems
Appadu, A. Rao
;
Lubuma, Jean M.-S.
;
Mphephu, N.
(
Inderscience
,
2017-02
)
Cross-immunity-induced backward bifurcation for a model of transmission dynamics of two strains of influenza
Garba, Salisu M.
;
Safi, Mohammad A.
;
Gumel, Abba B.
(
Elsevier
,
2013-06
)
Dynamic model of COVID-19 disease with exploratory data analysis
Adeniyi, Michael O.
;
Ekum, Matthew I.
;
Iluno, C.
;
Ogunsanya, A.S.
;
Akinyemi, J.A.
;
Oke, Segun Isaac
;
Matadi, M.B.
(
Elsevier
,
2020-09
)
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Lubuma, Jean M.-S. (9)
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