This book is primarily an attempt to familiarize the reader with nonlinear systems, particularly qualitative characteristics, in a variety of systems amenable to mathematization. Differential equations form the bulk of the book, while the basics of nonlinearities are presented through theorems and problems, aiming to bring out the essence of some aspects of nonlinearities in the emerging discipline of mathematical science. Qualitative studies that reflect the evolution of nonlinearities have not thus far been approached in this way. The uniqueness of the book lies in coupling historical perspectives with the latest trends in nonlinearities. Appendices are intended for inquisitive users of the book for further developments. This book will be of interest to students of Mathematics at the postgraduate and undergraduate level, while those involved in the disciplines of physics, chemistry, biology, ecology, technology and economics should also find the work intriguing.
The purpose of this treatise is to bring the characteristics of the disastrous events of the region to the fore, seeking to present not only the continuing fatalities and fragilities of the area, but also the possibilities for coping with natural disasters. The book's layout is specifically shaped by the nature of the damage and threat caused by these disasters, particularly concerning the communities at risk and their responses. This book will appeal to those involved in both global and local organizations as administrators, facilitators, stakeholders and activists, as well as Governmental / Non Governmental agencies, societies including organizations such as ESCAP, UNDP, WMO, UNESCO, UNCRD.
This book is primarily an attempt to familiarize the reader with nonlinear systems, particularly qualitative characteristics, in a variety of systems amenable to mathematization. Differential equations form the bulk of the book, while the basics of nonlinearities are presented through theorems and problems, aiming to bring out the essence of some aspects of nonlinearities in the emerging discipline of mathematical science. Qualitative studies that reflect the evolution of nonlinearities have not thus far been approached in this way. The uniqueness of the book lies in coupling historical perspectives with the latest trends in nonlinearities. Appendices are intended for inquisitive users of the book for further developments. This book will be of interest to students of Mathematics at the postgraduate and undergraduate level, while those involved in the disciplines of physics, chemistry, biology, ecology, technology and economics should also find the work intriguing.
In the aftermath of considerable seismic unrest caused by the tsunami in the Indian Ocean, this volume focuses on exposing the coastal vulnerability of the region. Despite a plethora of enquiries into natural disasters in different parts of the globe, there is now a more conspicuous concern than ever for the South East Asian region. This global concern has become all the more prevalent since the Hyogo Declaration in January 2005 and the recent Asian Summit in Indonesia. The purpose of this treatise is to bring the characteristics of the disastrous events of the region to the fore, seeking to present not only the continuing fatalities and fragilities of the area, but also the possibilities for coping with natural disasters. The book's layout is specifically shaped by the nature of the damage and threat caused by these disasters, particularly concerning the communities at risk and their responses. This book will appeal to those involved in both global and local organizations as administrators, facilitators, stakeholders and activists, as well as Governmental / Non Governmental agencies, societies including organizations such as ESCAP, UNDP, WMO, UNESCO, UNCRD.
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