目次

Chapter 01- Evolution of Spatial Patterns in Host-Parasitoid Metapopulation.- Chapter 02- Dark States in Quantum Photosynthesis.- Chapter 03- Boundary Control Problems in Hemodynamics.- Chapter 04-Segmentation Techniques for Cardiovascular Modeling.- Chapter 05-  Dynamics of an Infectious Disease including Ectoparasites, Rodents and Humans.- Chapter 06- P-Adic Side of the Genetic Code and the Genome.- Chapter 07- Towards a Thermodynamical Approach to the Structure of Protein Databases.- Chapter 08- Why is Evolution important in Cancer and What Mathematics should be used to treat Cancer?  Focus on Drug Resistance.- Chapter 09- Optimal Resource Allocation for HIV Prevention and Control.- Chapter 10- The Inverse Magnetoencephalography Problem and its Flat Approximation.- Chapter 11- Reaction-Diffusion Equations with Density Dependent Diffusion.- Chapter 12- A Plankton-Nutrient Model with Holling Type III Response Function.- Chapter 13- Modeling the Endophytic Fungus Epicoccum Nigrum Action to fight the "Olive Knot" Disease caused by Pseudomonas savastanoi PV savastanoi (PSV) Bacteria in Olea Europea L. Trees.- Chapter 14- Numerical Method of Transcranial Ultrasound.- Chapter 15- On the Dynamic Consistency of some discrete Predator-Prey models.- Chapter 16- Frequent Temporal Pattern Mining with Extended Lists.- Chapter 17- Unravelling the Sensitivity of two Motif Structures under Random Perturbation.- Chapter 18-  Modelling the adaptive immune response in HIV infection with three saturated rates and therapy.- Chapter 19- Numerical Study on Biological Tissue freezing using Dual Phase Lag Bio-Heat Equation.- Chapter 20- Computational Modelling of Multiple Stenoses in Carotid and Vertebral Arteries.- Chapter 21- Delay Induced Oscillations in a Dynamical Model for Infectious Disease.- Chapter 22- Pressure Gradient influence on Global Lymph Flow.- Chapter 23- Blood Flows in Vascular Networks:  Numerical Results Vs. Experimental Data.- Chapter 24- Optimization of Combined Antitumor Chemoterapy with Bevacizumab by means of Mathematical Modeling.- Chapter 25- Math Model of the Passage of a Diffusible Indicator throughout Microcirculation based on a Stochastic description of Diffusion and Flow.- Chapter 26- Influence of External Factors on Inter-City Influenza spread in Rusia: A Modeling Approach.- Chapter 27- Two Views of the Protein Folding Puzzle.