Mathematical models in physiology

Mathematical models in physiology

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Computational modelling of biological processes and systems has witnessed a remarkable development in recent years. The search-term (modelling OR modeling) yields over 58 000 entries in PubMed. with more than 34 000 since the year 2000: thus, almost two-thirds of papers appeared in the last 5-6 year...

Bibliografske podrobnosti
Main Authors:	Gavaghan, D, Garny, A, Maini, P, Kohl, P
Format:	Journal article
Izdano:	2006

Podobne knjige/članki

Mathematical models in physiology
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Mathematical models in physiology.
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Philosophical Transactions: Mathematical, Physical and Engineering Sciences (Series A): Preface
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Biomathematical modelling II − Preface
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Mathematical modelling of the HIF-1 mediated hypoxic response in tumours
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virtual physiological human: tools and applications I
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virtual physiological human: tools and applications II INTRODUCTION
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Anatomico-physiological model of rabbit sino-atrial node implemented using cellular open resource (COR)
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Dimensionality in cardiac modelling
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Dimensionality in cardiac modelling.
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A cell cycle model for somitogenesis: mathematical formulation and numerical simulation.
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Cellular Open Resource (COR): A public CellML based environment for modeling biological function
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cell cycle model for somitogenesis: Mathematical formulation and numerical simulation
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A cell cycle model for somitogenesis: mathematical formulation and numerical simulation
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Regionally Optimised Mathematical Models of Cardiac Myocyte Orientation in Rat Hearts
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Chaste: a test-driven approach to software development for physiological modelling
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Mathematical models in morphogenesis, In Mathematics Inspired by Biology
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Comparative study of rabbit sino-atrial node cell models
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Anatomically and biophysically detailed computer model of rabbit sino-atrial node pacemaking
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Cellular open resource (COR): a new environment for cellular and multicellular modelling of cardiac electrophysiology
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Mathematical modelling in the biosciences
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One-dimensional rabbit sinoatrial node models: benefits and limitations.
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One-Dimensional Rabbit Sinoatrial Node Models: Benefits and Limitations
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One-dimensional rabbit sinoatrial node models: Benefits and limitations
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Mathematical physiology /
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Applications of mathematical modelling to biological pattern formation,
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Mathematical models of avascular cancer
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Mathematical models of avascular cancer
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CELLULAR OPEN RESOURCE (COR): current status and future directions.
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Rabbit sino-atrial node modeling: from single cell to tissue structure
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Mathematical models for biological pattern formation, In On Growth and Form
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Mathematical models for somite formation
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Mathematical models for somite formation.
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Mathematical models for somite formation
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Mathematical models of avascular tumor growth
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Mathematical models of avascular tumor growth
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Mathematical modelling of mechanical effects on action potential duration in heterogeneous myocardium
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Using mathematical models to help understand biological pattern formation
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