Mathematical Biology in General.

Selected works of C.C. Heyde by: (Electronic resources)

Mathematical modeling of collective behavior in socio-economic and life sciences by: (Electronic resources)

Controllability of partial differential equations governed by multiplicative controls by: (Electronic resources)

Mathematical modeling in biomedical imaging I = electrical and ultrasound tomographies, anomaly detection, and brain imaging / by: (Electronic resources)

Mutational analysis = a joint framework for cauchy problems in and beyond vector spaces / by: (Electronic resources)

Tutorials in Mathematical Biosciences.. II,. Mathematical Modeling of Calcium Dynamics and Signal Transduction by: (Electronic resources)

Applied Mathematical Demography by: (Electronic resources)

Cardiovascular mathematics = modeling and simulation of the circulatory system / by: (Electronic resources)

Free Energy and Self-Interacting Particles by: (Electronic resources)

Mathematical Modelling of Biosystems by: (Electronic resources)

Bioinformatics Using Computational Intelligence Paradigms by: (Electronic resources)

Selected topics in cancer modeling = genesis, evolution, immune competition, and therapy / by: (Electronic resources)

Dynamics on and of complex networks = applications to biology, computer science, and the social sciences / by: (Electronic resources)

Mathematical Modeling of Biological Systems = Epidemiology, Evolution and Ecology,Immunology, Neural Systems and the Brain, and Innovative Mathematical Methods / by: (Electronic resources)

Structured Population Models in Biology and Epidemiology by: (Electronic resources)

Numerical methods for singularly perturbed differential equations = convection-diffusion and flow problems / by: (Electronic resources)

Cellular Automaton Modeling of Biological Pattern Formation = Characterization, Applications, and Analysis / by: (Electronic resources)

Mathematical physiology.. I,. Cellular physiology by: (Electronic resources)

Risk analysis of complex and uncertain systems by: (Electronic resources)

Data mining in agriculture by: (Electronic resources)

Mathematical foundations of neuroscience by: (Electronic resources)

Oscillations en biologie = Analyse qualitative et modeles / by: (Electronic resources)

Some mathematical models from population genetics = Ecole d'ete de probabilites de Saint-flour XXXIX-2009 / by: (Electronic resources)

Abstract parabolic evolution equations and their applications by: (Electronic resources)

An Introduction to Continuous-Time Stochastic Processes = Theory, Models, and Applications to Finance, Biology, and Medicine / by: (Electronic resources)

Probability models for DNA sequence evolution by: (Electronic resources)

Modeling Complex Living Systems by: (Electronic resources)

Tutorials in Mathematical Biosciences.. I,. Mathematical Neuroscience by: (Electronic resources)

Shortest Connectivity = An Introduction with Applications in Phylogeny / by: (Electronic resources)

Tutorials in Mathematical Biosciences IV = Evolution and Ecology / by: (Electronic resources)

Interacting Stochastic Systems by: (Electronic resources)

Statistical Methods in Molecular Evolution by: (Electronic resources)

An introduction to mathematics of emerging biomedical imaging by: (Electronic resources)

Applied probability by: (Electronic resources)

Viability theory by: (Electronic resources)

Mathematical biology = an introduction with Maple and Matlab / by: (Electronic resources)

Analysis and control of boolean networks = a semi-tensor product approach / by: (Electronic resources)

Dynamic models and control of biological systems by: (Electronic resources)

Evolution Algebras and their Applications by: (Electronic resources)

Statisical Methods in Bioinformatics: = An Introduction / by: (Electronic resources)

Combinatorial computational biology of RNA = pseudoknots and neutral networks / by: (Electronic resources)

Bioconductor case studies by: (Electronic resources)

Aspects of Mathematical Modelling = Applications in Science, Medicine, Economics and Management / by: (Electronic resources)

Stabilization, Optimal and Robust Control = Theory and Applications in Biological and Physical Sciences / by: (Electronic resources)

Molecular modeling and simulation = an interdisciplinary guide / by: (Electronic resources)