Mathematical Models of Tumour Growth and Tumour-Immune Interactions
This is a 385 page book, consisting of a complete and analytical mathematical description of mathematical models of tumour Growth and Tumour-Immune Interactions, supplemented with a extensive chapter of Principles of Philosophy of Science and Mathematics.
It contains all the modern aspects of modern advanced mathematics concerning theoretical, experimentally and in vivo confirmed tumour growth and tumour-immune interactions, spanning from Exponential, Logistic, Gompetzian, Fractal and Diffusion Models to Predator-Prey (Lotka-Volterra) Models and Kolmogorov` theorem.
The book is completed with principles of theory of linear , non-linear and chaotic systems, limit cycles, chaotic and circle mapping, dynamic statistics, Poincarre-Bendixson theory, differential equations and their graphic representations, partial derivatives, matrices, eigenvectors and vector calculus. It contains a vast number of pictures, diagrams, figures and extensive bibliography.
You can issue your orders through the www.yudu.com, or in directly from the author himself in the numbers: +30-22210-62743, 6 Vokou str. Halkida city, Evial Island, Greece P.C. 34100
Book price: 35 euros (included VAT) plus posting expenses.
The Author D. G. Antoniou, PhD (Hon), FRCS, PhiloLevA(Oxford), General Surgeon-Oncologist
• Δημοσιεύθηκε από : Δημήτριος Αντωνίου
Δευτέρα, 12 Αυγούστου 2013 - 3:11 μ.μ.