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This beautifully written and profusely illustrated catalogue of Pahari paintings in the Jagdish and Kamla Mittal Museum of Indian Art in Hyderabad is a major contribution to the study of miniature painting in the Punjab Hills. It presents in detail many exquisite but hitherto unknown examples of the key centres of painting from the mid 17th to the mid 19th century, and provides sensitive analyses of a number of works of crucial art historical importance. Incorporating the latest research into their discussions of the themes and formal aspects of the 128 works reproduced here, the authors pay special attention to the movement of artists from one state to another within the Pahari region, and formulate ground-breaking accounts of the early phases of painting at courts such as Chamba, Mandi, and Kullu. Particularly noteworthy are their strikingly original insights into the family workshop of Pandit Seu and his highly talented sons, Manaku and Nainsukh, whose paintings and legacy into the next two generations are exceptionally well represented in the collection. They devote unprecedented attention to artists' individual styles, techniques, and creative processes, and frequently arrive at fresh and convincing distinctions among the paintings produced by various members of a given family workshop. The superb quality of the illustrations, the selection of choice details, and the inclusion of revealing comparative material make this book essential to anyone who studies or enjoys Pahari painting.

A course of Mathematical Analysis' which deals with function ofReal Variable and Which appeared a few years ago.The specialfeature of this edition is that a large number of new topics havebeen added and all the existing chapters have been thoroughlyrevised to meet the requirements of students and teachers. Thisbook presents a clear and rigorous account of the subject. Contents: Complex Numbers Geometrical Representation of Complex Numbers Bilinear Transformations Topological Considerations Analytic Functions Infinite Series, Power Series Conformal Mappings Complex Integration Cauchy Theory Singular Points Calculus of Residues Uniform Convergence Infinite Products Analytic Continuation Entire Functions Index