Biomathematics.
Overview
| Works: | 105 works in 54 publications in 54 languages | |
|---|---|---|
Titles
An introduction to the mathematics of biology : = with computer algebra models /
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Principles and procedures of statistics : = a biometrical approach /
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Dynamical systems : = an introduction with applications in economics and biology /
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Biology by numbers : = an encouragement to quantitative thinking /
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College mathematics for business, economics, life sciences and social sciences /
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Recent advances in biostatistics = false discovery rates, survival analysis, and related topics /
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(Electronic resources)
Simultaneous statistical inference = with applications in the life sciences /
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Mathematical concepts and methods in modern biology = using modern discrete models /
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Biostatistics for medical and biomedical practitioners = an interpretative guide for medicine and biology /
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Applied mathematics for the analysis of biomedical data : = models, methods, and MATLAB /
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Mathematics and the natural sciences = the physical singularity of life /
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Trends in biomathematics = modeling cells, flows, epidemics, and the environment : selected works from the BIOMAT Consortium Lectures, Szeged, Hungary, 2019 /
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Transmission dynamics of tick-borne diseases with co-feeding, developmental and behavioural diapause
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Calculus for business, economics, life sciences, and social sciences /
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The mathematical nature of the living world : = the power of integration /
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Finite mathematics for business, economics, life sciences, and social sciences /
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Computational methods in biophysics, biomaterials, biotechnology and medical systems = algorithm development, mathematical analysis, and diagnostics /
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Making sense of complexity = summary of the workshop on dynamical modeling of complex biomedical systems /
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Computational methods in biophysics, biomaterials, biotechnology and medical systems = algorithm development, mathematical analysis, and diagnostics /
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Calculations for molecular biology and biotechnology = a guide to mathematics in the laboratory /
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Mathematical approaches to polymer sequence analysis and related problems
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Extended abstracts Spring 2013 = complex systems; control of infectious diseases /
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Finite mathematics : = for business, economics, life sciences and social sciences /
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Differential equation analysis in biomedical science and engineering : = ordinary differential equation applications with R /
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Introduction to mathematical biology = modeling, analysis, and simulations /
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The mathematics and biology of the biodistribution of radiopharmaceuticals = a clinical perspective /
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(Electronic resources)
Mathematical models and methods for living systems : = Levico Terme, Italy 2014 /
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Mathematical models and methods for living systems = Levico Terme, Italy 2014 /
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(Electronic resources)
Calculations for molecular biology and biotechnology : = a guide to mathematics in the laboratory /
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Comprehensive applied mathematical modeling in the natural and engineering sciences = theoretical predictions compared with data /
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Propagation dynamics on complex networks = models, methods and stability analysis /
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Algorithms for computational biology = 4th International Conference, AlCoB 2017, Aveiro, Portugal, June 5-6, 2017 : proceedings /
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Using mathematics to understand biological complexity = from cells to populations /
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Biological network analysis = trends, approaches, graph theory, and algorithms /
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Quantitative elements of general biology = a dynamical systems approach /
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Mathematical modelling in real life problems = case studies from ECMI-Modelling Weeks /
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Deterministic, stochastic and thermodynamic modelling of some interacting species
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Finite mathematics for business, economics, life sciences, and social sciences /
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(Language materials, printed)
Getting started in mathematical life sciences = from MATLAB programming to computer simulations /
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Dimension reduced modeling of blood flow in large arteries = an introduction for master students and first year doctoral students /
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Random walk and diffusion models = an introduction for life and behavioral scientists /
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Mathematical approaches to biological systems = networks, oscillations, and collective motions /
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Parabolic equations in biology = growth, reaction, movement and diffusion /
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Extended abstracts Spring 2014 = Hamiltonian systems and celestial mechanics : virus dynamics and evolution /
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Mean field theories and dual variation - mathematical structures of the Mesoscopic model
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Diversity and evolution of butterfly wing patterns = an integrative approach /
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