Anotida Madzvamuse

DPhil,in Mathematical and Computational Biology, University of Oxford, UK. Msc in Mathematical modelling and Numerical analysis, University of Oxford, UK. My research lies at the interface between fundamental disciplines (mathematics, numerical analysis, physics, scientific computing) and experimental sciences (developmental biology, biochemistry, cell biology, biomedicine, plant biology) and seeks to propose, develop, analyse and simulate new mathematical and computational approaches applied to experimental sciences.

Informações coletadas do Lattes em 29/01/2020

Acadêmico

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Formação acadêmica

Doutorado em Matemática

1997 - 2000

University of Oxford
Título: A Numerical Approach to the Study of Spatial Pattern Formation
Orientador: Philip K. Maini

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Idiomas

Inglês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Espanhol

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Francês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

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Áreas de atuação

    Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Mathematical Biology.

    Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Mathematical modelling.

    Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Computational biology.

    Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Pattern formation and Reaction-diffusion.

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Orientou

Dr

Laurie Trott; Mathematical models for transport mechanisms for Dynein:From the cell membrane to the Nucleus; 2016; Tese (Doutorado em Mathematic) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Najla, Abdullah A; Mohammed; Dynamical systems, Lyapunov function and its numerical construction with radial basis functions; 2016; Tese (Doutorado em Mathematic (Dphil)) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Andy H; Chung; Novel mathematical and computational approaches for modelling biological systems; 2015; Tese (Doutorado em Mathematic (Dphil)) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Konstantinos Blazakis; Computational methods for investigating cell motility with applications to neutrophil cel migration; 2015; Tese (Doutorado em Mathematic (Dphil)) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Uduak Z; George; A numerical approach to study cell dynamics; 2011; Tese (Doutorado em Mathematic (Dphil)) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Chandrasekhar Venkataraman; Reaction-diffusion systems on evolving domains with applications to the theory of biological pattern formation; 2010; Tese (Doutorado em Mathematic (Dphil)) - University of Sussex,; Orientador: Anotida Madzvamuse;

Dr

Feng Wei Yang; Unravelling new mathematics for 3D cell migration; 2017; Orientação de outra natureza - University of Sussex, The Leverhulme Trust Research Project Grant; Orientador: Anotida Madzvamuse;

Dr

Chandrasekhar Venkataraman; Modelling, analysis and simulation of spatial patterning on envolving sufaces; 2015; Orientação de outra natureza - University of Sussex, Engeneering and Physical Sciences Research Council; Orientador: Anotida Madzvamuse;

Dr

Teresa R; Sanchez; Development of fluid-structure interaction models with applications to cell migration throuht micro-fluidic devises; 2015; Orientação de outra natureza - University of Sussex, The Spanish Research Council; Orientador: Anotida Madzvamuse;

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Produções bibliográficas

  • FRITTELLI, MASSIMO ; MADZVAMUSE, ANOTIDA ; SGURA, IVONNE ; VENKATARAMAN, CHANDRASEKHAR . Lumped finite elements for reaction-cross-diffusion systems on stationary surfaces. COMPUTERS & MATHEMATICS WITH APPLICATIONS , v. 74, p. 3008-3023, 2017.

  • SARFARAZ, WAKIL ; MADZVAMUSE, ANOTIDA . Classification of parameter spaces for a reaction-diffusion model on stationary domains. CHAOS SOLITONS & FRACTALS , v. 103, p. 33-51, 2017.

  • YANG, FENG WEI ; VENKATARAMAN, CHANDRASEKHAR ; STYLES, VANESSA ; MADZVAMUSE, ANOTIDA . A Robust and Efficient Adaptive Multigrid Solver for the Optimal Control of Phase Field Formulations of Geometric Evolution Laws. Communications in Computational Physics , v. 21, p. 65-92, 2017.

  • MADZVAMUSE, A. ; CHUNG, A. H. . Analysis and Simulations of Coupled Bulk-surface Reaction-Diffusion Systems on Exponentially Evolving Volumes. Mathematical Modelling of Natural Phenomena , v. 11, p. 4-32, 2016.

  • UPADHYAY, RANJIT KUMAR ; ROY, PARIMITA ; VENKATARAMAN, C. ; MADZVAMUSE, A. . Wave of chaos in a spatial eco-epidemiological system: Generating realistic patterns of patchiness in rabbit-lynx dynamics. MATHEMATICAL BIOSCIENCES , v. 281, p. 98-119, 2016.

  • MADZVAMUSE, ANOTIDA ; LUBKIN, SHARON R. . A note on how to develop interdisciplinary collaborations between experimentalists and theoreticians. Interface Focus , v. 6, p. 20160069, 2016.

  • YANG, FENG WEI ; VENKATARAMAN, CHANDRASEKHAR ; STYLES, VANESSA ; KUTTENBERGER, VERENA ; HORN, ELIAS ; VON GUTTENBERG, ZENO ; MADZVAMUSE, ANOTIDA . A computational framework for particle and whole cell tracking applied to a real biological dataset. JOURNAL OF BIOMECHANICS , v. 49, p. 1290-1304, 2016.

  • MADZVAMUSE, ANOTIDA ; NDAKWO, HUSSAINI ; BARREIRA, RAQUEL . Stability analysis of reaction-diffusion models on evolving domains: The effects of cross-diffusion. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS , v. 36, p. 2133-2170, 2016.

  • MADZVAMUSE, ANOTIDA ; CHUNG, ANDY H.W. . The bulk-surface finite element method for reaction-diffusion systems on stationary volumes. FINITE ELEMENTS IN ANALYSIS AND DESIGN , v. 108, p. 9-21, 2016.

  • SEKIMURA, TOSHIO ; VENKATARAMAN, CHANDRASEKHAR ; MADZVAMUSE, ANOTIDA . A Model for Selection of Eyespots on Butterfly Wings. PLoS One , v. 10, p. e0141434, 2015.

  • BLAZAKIS, KONSTANTINOS N. ; MADZVAMUSE, ANOTIDA ; REYES-ALDASORO, CONSTANTINO CARLOS ; STYLES, VANESSA ; VENKATARAMAN, CHANDRASEKHAR . Whole cell tracking through the optimal control of geometric evolution laws. JOURNAL OF COMPUTATIONAL PHYSICS , v. 297, p. 495-514, 2015.

  • PORTET, STÉPHANIE ; MADZVAMUSE, ANOTIDA ; CHUNG, ANDY ; LEUBE, RUDOLF E. ; WINDOFFER, REINHARD . Keratin Dynamics: Modeling the Interplay between Turnover and Transport. PLoS One , v. 10, p. e0121090, 2015.

  • MADZVAMUSE, ANOTIDA ; NDAKWO, HUSSAINI S. ; BARREIRA, RAQUEL . Cross-diffusion-driven instability for reaction-diffusion systems: analysis and simulations. JOURNAL OF MATHEMATICAL BIOLOGY , v. 70, p. 709-743, 2015.

  • MADZVAMUSE, A. ; CHUNG, A. H. W. ; VENKATARAMAN, C. . Stability analysis and simulations of coupled bulk-surface reaction-diffusion systems. PROCEEDINGS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES , v. 471, p. 20140546-20140546, 2015.

  • CHONG, MAUREEN SIEW FANG ; SHAHRILL, MASITAH ; CROSSLEY, LAURIE ; MADZVAMUSE, ANOTIDA . The Stability Analyses of the Mathematical Models of Hepatitis C Virus Infection. Modern Applied Science , v. 9, p. 250-271, 2015.

  • TUNCER, N. ; MADZVAMUSE, A. ; MEIR, A.J. . Projected finite elements for reaction-diffusion systems on stationary closed surfaces. APPLIED NUMERICAL MATHEMATICS , v. 96, p. 45-71, 2015.

  • MADZVAMUSE, A. ; BARREIRA, R. . Exhibiting cross-diffusion-induced patterns for reaction-diffusion systems on evolving domains and surfaces. PHYSICAL REVIEW E , v. 90, p. 043307, 2014.

  • MADZVAMUSE, ANOTIDA ; CHUNG, ANDY H.W. . Fully implicit time-stepping schemes and non-linear solvers for systems of reaction-diffusion equations. APPLIED MATHEMATICS AND COMPUTATION , v. 244, p. 361-374, 2014.

  • MADZVAMUSE, ANOTIDA ; ZENAS GEORGE, UDUAK . The moving grid finite element method applied to cell movement and deformation. FINITE ELEMENTS IN ANALYSIS AND DESIGN , v. 74, p. 76-92, 2013.

  • LAKKIS, OMAR ; MADZVAMUSE, ANOTIDA ; VENKATARAMAN, CHANDRASEKHAR . Implicit--Explicit Timestepping with Finite Element Approximation of Reaction--Diffusion Systems on Evolving Domains. SIAM JOURNAL ON NUMERICAL ANALYSIS , v. 51, p. 2309-2330, 2013.

  • GEORGE, UDUAK Z. ; STÉPHANOU, ANGÉLIQUE ; MADZVAMUSE, ANOTIDA . Mathematical modelling and numerical simulations of actin dynamics in the eukaryotic cell. JOURNAL OF MATHEMATICAL BIOLOGY , v. 66, p. 547-593, 2013.

  • GILMORE, STEPHEN J. ; VAUGHAN, BENJAMIN L. ; MADZVAMUSE, ANOTIDA ; MAINI, PHILIP K. . A mechanochemical model of striae distensae. MATHEMATICAL BIOSCIENCES , v. 240, p. 141-147, 2012.

  • HETZER, GEORG ; MADZVAMUSE, ANOTIDA ; SHEN, WENXIAN . Characterization of turing diffusion-driven instability on evolving domains. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS , v. 32, p. 3975-4000, 2012.

  • CROSSLEY, LAURIE ; GARRETT, CAROLINE A. ; HAFEZPARAST, MAJID ; MADZVAMUSE, ANOTIDA . From the Cell Membrane to the Nucleus: Unearthing Transport Mechanisms for Dynein. BULLETIN OF MATHEMATICAL BIOLOGY , v. 74, p. 2032-2061, 2012.

  • VENKATARAMAN, CHANDRASEKHAR ; LAKKIS, OMAR ; MADZVAMUSE, ANOTIDA . Global existence for semilinear reaction-diffusion systems on evolving domains. JOURNAL OF MATHEMATICAL BIOLOGY , v. 64, p. 41-67, 2012.

  • BARREIRA, R. ; ELLIOTT, C. M. ; MADZVAMUSE, A. . The surface finite element method for pattern formation on evolving biological surfaces. JOURNAL OF MATHEMATICAL BIOLOGY , v. 63, p. 1095-1119, 2011.

  • VENKATARAMAN, CHANDRASEKHAR ; SEKIMURA, TOSHIO ; GAFFNEY, EAMONN A. ; MAINI, PHILIP K. ; MADZVAMUSE, ANOTIDA . Modeling parr-mark pattern formation during the early development of Amago trout. PHYSICAL REVIEW E , v. 84, p. 041923, 2011.

  • MACKENZIE, J. A. ; MADZVAMUSE, A. . Analysis of stability and convergence of finite-difference methods for a reaction-diffusion problem on a one-dimensional growing domain. IMA JOURNAL OF NUMERICAL ANALYSIS , v. 31, p. 212-232, 2011.

  • MADZVAMUSE, ANOTIDA ; GAFFNEY, EAMONN A. ; MAINI, PHILIP K. . Stability analysis of non-autonomous reaction-diffusion systems: the effects of growing domains. JOURNAL OF MATHEMATICAL BIOLOGY , v. 61, p. 133-164, 2010.

  • MADZVAMUSE, ANOTIDA . Time-stepping schemes for moving grid finite elements applied to reaction-diffusion systems on fixed and growing domains. JOURNAL OF COMPUTATIONAL PHYSICS , v. 214, p. 239-263, 2006.

  • YANG, F. ; VENKATARAMAN, C. ; MADZVAMUSE, A. . A parallel and adaptive multigrid solver for the solutions of the optimal control of geometric evolution laws in two and three dimensions. 2015. (Apresentação de Trabalho/Conferência ou palestra).

  • YANG, F. ; MADZVAMUSE, A. ; VENKATARAMAN, C. . Whole cell tracking and movement reconstruction through an optimal control problem. 2015. (Apresentação de Trabalho/Conferência ou palestra).

  • MADZVAMUSE, A. . Coupling geometric PDEs with physics, cell morphology, motility and pattern formation. 2015. (Apresentação de Trabalho/Conferência ou palestra).

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Prêmios

2016

Royal Society Wolfson Research Merit Award holder, Royal Society Wolfson Research.

2013

Theodore von Kaman Fellowship, RWTH Aachen University,.

Histórico profissional

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Endereço profissional

  • University of Sussex. , PEVENSEY 3 5C15, Falmer, 69083230 - Brington, - Inglaterra, Telefone: (44) 127387352

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Experiência profissional