This book (hardcover) is part of the TREDITION CLASSICS. It contains classical literature works from over two thousand years. Most of these titles have been out of print and off the bookstore shelves for decades. The book series is intended to preserve the cultural legacy and to promote the timeless works of classical literature. Readers of a TREDITION CLASSICS book support the mission to save many of the amazing works of world literature from oblivion. With this series, tredition intends to make thousands of international literature classics available in printed format again - worldwide.

The concept of network as a mathematical description of a set of states, or events, linked according to a certain topology has been developed recently and has led to a novel approach of real world. This approach is no doubt important in the field of biology. In fact biological systems can be considered networks. Thus, for instance, an enzyme-catalysed reaction is a network that links, according to a certain topology, the various states of the protein and of its complexes with the substrates and products of the chemical reaction. Connections between neurons, social relations in animal and human populations are also examples of networks. Hence there is little doubt that the concept of network transgresses the boundaries between traditional scientific disciplines.
This book is aimed at discussing in physical terms these exciting new topics on simple protein model lattices, supramolecular protein edifices, multienzyme and gene networks.
*Physical and mathematical approach of biological phenomena.
*Offers biochemists and biologists the mathematical background required to understand the text.
*Associates in the same general formulation, the ideas of communication of a message and organization of a system.
*Provides a clear-cut definition and mathematical expression of the concepts of reduction, integration, emergence and complexity that were so far time-honoured and vague

This book (hardcover) is part of the TREDITION CLASSICS. It contains classical literature works from over two thousand years. Most of these titles have been out of print and off the bookstore shelves for decades. The book series is intended to preserve the cultural legacy and to promote the timeless works of classical literature. Readers of a TREDITION CLASSICS book support the mission to save many of the amazing works of world literature from oblivion. With this series, tredition intends to make thousands of international literature classics available in printed format again - worldwide.

The principles and procedures used to obtain structural measurements of terrestrial vegetation communities are presented in this text/reference. Designed to be the standard work on the topic, it provides a balance between conceptual and practical aspects of measurement procedures and techniques. The four commonly used measurements of vegetation - frequency, cover, density, and biomass - are introduced, along with their associated units. There is also up-to-date coverage of vegetation measurement using remote sensing techniques.

The main concern of the book is analysis of biological processes, the final stage of which is mathematical modeling, i.e. quantitative presentation of the processes in rigorous mathematical terms. It is designated for non-mathematicians. Mathematical models can be compared with experimental data thus verifying the validity of the models and finally of the initial assumptions and verbal descriptions of the processes. The models (usually in the form of mathematical equations) are achieved painlessly via the schemes summarising verbal description of what is known concerning the processes. To solve the equations computer software is used. The step-by-step analysis leads to quite sophisticated models some of them being original. The book helps the reader to develop more general approach to the problems. It may be useful for experienced readers as well.

"Mathematical Concepts and Methods in Modern Biology" offers a quantitative framework for analyzing, predicting, and modulating the behavior of complex biological systems. The book presents important mathematical concepts, methods and tools in the context of essential questions raised in modern biology.

Designed around the principles of project-based learning and problem-solving, the book considers biological topics such as neuronal networks, plant population growth, metabolic pathways, and phylogenetic tree reconstruction. The mathematical modeling tools brought to bear on these topics include Boolean and ordinary differential equations, projection matrices, agent-based modeling and several algebraic approaches. Heavy computation in some of the examples is eased by the use of freely available open-source software.
Features self-contained chapters with real biological research examples using freely available computational toolsSpans several mathematical techniques at basic to advanced levelsOffers broad perspective on the uses of algebraic geometry/polynomial algebra in molecular systems biology"

In" Quantum Dots: Applications in Biology, Second Edition, "expert researchers in the field detail consolidated approaches as well as new trends in the field. Organized into five parts, the first part comprises an introduction on Quantum Dots (QDs) as fluorescent probes in Life Sciences. While the second section covers important features about QDs preparative processes and characterizations for their successful application as fluorophores. The third part presents main aspects related to QDs methods applied to live cells and tissues. The fourth section focuses on QDs experiments in small animals and the fifth part demonstrates the versatility of QDs in a set of FRET applications. Written in the highly successful "Methods in Molecular Biology" series format, chapters include introductions to their respective topics, lists of the necessary materials and reagents, step-by-step, readily reproducible laboratory protocols and key tips on troubleshooting and avoiding known pitfalls.

Thorough and intuitive, In" Quantum Dots: Applications in Biology, Second Edition" aids scientists in continuing to study QDs by providing information about methods and protocols helping to expand their research."

As in the previous volume on the topic, the authors close the gap between abstract mathematical approaches, such as applied methods of modern algebra and analysis, fundamental and computational mechanics, nonautonomous and stochastic dynamical systems, on the one hand and practical applications in nonlinear mechanics, optimization, decision making theory and control theory on the other. Readers will also benefit from the presentation of modern mathematical modeling methods for the numerical solution of complicated engineering problems in biochemistry, geophysics, biology and climatology. This compilation will be of interest to mathematicians and engineers working at the interface of these fields. It presents selected works of the joint seminar series of Lomonosov Moscow State University and the Institute for Applied System Analysis at National Technical University of Ukraine "Kyiv Polytechnic Institute". The authors come from Brazil, Germany, France, Mexico, Spain, Poland, Russia, Ukraine and the USA.

A naturalist on Montana's academic frontier, passionate conservationist Morton J. Elrod was instrumental in establishing the Department of Biology at the University of Montana, as well as Glacier National Park and the National Bison Range. In Montana's Pioneer Naturalist, the first in-depth assessment of Elrod's career, George M. Dennison reveals how one man helped to shape the scholarly study of nature and its institutionalization in the West at the turn of the century. Elrod moved to Missoula in 1897, just four years after the state university's founding, and participated in virtually every aspect of university life for almost forty years. To reveal the depths of this pioneer scientist's influence on the growth of his university, his state, and the academic fields he worked in, author George M. Dennison delves into state and university archives, including Elrod's personal papers. Although Elrod was an active participant in bison conservation and the growth of the National Park Naturalist Service, much of his work focused on Flathead Lake, where he surveyed local life forms and initiated the university's biological station - one of the first of its kind in the United States. Yet at heart Elrod was an educator who desired to foster in his students a ""love of nature,"" which, he said, ""should give health to any one, and supply knowledge of greatest value, either to the individual or to society, or to both."" In this biography of a prominent scientist now almost forgotten, Dennison - longtime president of the University of Montana - demonstrates how Elrod's scholarship and philosophy regarding science and nature made him one of Montana's most distinguished naturalists, conservationists, and educators.