This is the first comprehensive book on the rivers of the Ganga-Brahmaputra-Meghna delta. This volume covers all aspects of this highly populated region including land conflicts and environmental impacts such as the Indo-Bangladesh conflict over sharing of trans-boundary water. This book addresses the topic from a highly interdisciplinary perspective covering areas of geography, geology, environment, history, archaeology, sociology and politics of the Bengal region. The book appeals to a wide range of audiences from India, Bangladesh and the international community. The style of presentation makes it easily suitable for students, researchers and interested laymen.
This is the first comprehensive book on the rivers of the Ganga-Brahmaputra-Meghna delta. This volume covers all aspects of this highly populated region including land conflicts and environmental impacts such as the Indo-Bangladesh conflict over sharing of trans-boundary water. This book addresses the topic from a highly interdisciplinary perspective covering areas of geography, geology, environment, history, archaeology, sociology and politics of the Bengal region. The book appeals to a wide range of audiences from India, Bangladesh and the international community. The style of presentation makes it easily suitable for students, researchers and interested laymen.
A potent ritual in a forbidding forest shakes the peace around the village of Vamsa. When Ranga’s world falls apart, he has no choice but to follow the last instruction given by his father. He finds himself heading into the mysterious world of spiritualism when he goes to Vamsa. With uncertainty looming around him, Ranga learns that the future is tough and beyond his understanding and yet there is a strong desire to go through with it in a hope to see his family again. With love blooming on one side and spiritual adventure on the other, he descends into Tantrik faith weaving his way through unbelievable experiences that leave him wondering what does he want most – his spiritual path or his lady love?
Guru Charitra is one of the most revered scriptural texts of Hinduism. Containing the biographies of Lord Dattatreya, (Lord Bramha, Vishnu and Mahesh) and his subsequent incarnations Sripada Sri Vallabha and Sri Narasimha Saraswati, it clarifies several doubts on religious dogmas, rituals and doctrines through a conversation between the master and his disciple. This book, steeped in lofty Hindu philosophical ideas also portrays a picture of the social and economic condition of the medieval times in India, and the message conveyed by the numerous teachings of the Guru needs to be understood in the context of those days. Reading of this interactive account, written in simple and lucid language will give strength and encouragement to spiritual aspirants to continue with their sadhana (spiritual pursuit), enable them to overcome the various problems of modern day living and fulfil their inherent wishes.
This book presents Advanced Calculus from a geometric point of view: instead of dealing with partial derivatives of functions of several variables, the derivative of the function is treated as a linear transformation between normed linear spaces. Not only does this lead to a simplified and transparent exposition of "difficult" results like the Inverse and Implicit Function Theorems but also permits, without any extra effort, a discussion of the Differential Calculus of functions defined on infinite dimensional Hilbert or Banach spaces.The prerequisites demanded of the reader are modest: a sound understanding of convergence of sequences and series of real numbers, the continuity and differentiability properties of functions of a real variable and a little Linear Algebra should provide adequate background for understanding the book. The first two chapters cover much of the more advanced background material on Linear Algebra (like dual spaces, multilinear functions and tensor products.) Chapter 3 gives an ab initio exposition of the basic results concerning the topology of metric spaces, particularly of normed linear spaces.The last chapter deals with miscellaneous applications of the Differential Calculus including an introduction to the Calculus of Variations. As a corollary to this, there is a brief discussion of geodesics in Euclidean and hyperbolic planes and non-Euclidean geometry.
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