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Issues for 1919-47 include Who's who in India; 1948, Who's who in India and Pakistan.
Female labour has been an important segment of the workforce of India. With the changing socio-economic scenario, women's productive roles have assumed new dimensions. The observance of the International Women's Year in the last quarter of the 20th century, was a historic landmark in the calendar of women's progress. Frankly speaking, it was in recognition of crucial importance and need that women's participation has always been necessary for the success of social and economic development. Over the years, the main objective of the policies of the Government of India with regard to female labour has been to remove the handicaps under which they work, to strengthen their bargaining capacity, to improve their wages and working conditions, to augment their skills and to open up better employment facilities for them.
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This edition of Indian Administration is completely revised and updated text. Chapters have been enlarged and rewritten. Fresh chapters have been added on Planning and Audit, making this the most comprehensive treatise on Indian administration today. This is a recommended text for undergraduate students of both political science and public administration.
ORIGIN OF THE NAME BARTHOLOMEW. Bartholomew is the English form of the Syriac name of the apostle Bartholmai, which is derived from Bar, the Syriac term, as Ben is the Hebrew, for son; see Psalms ii, 12, translated "Kim the Son;" and Tholmai or Talmai (the same in Hebrew) is often found in the Old Testament, see Numbers xiii, 22; Joshua xv, 14; 2 Samuel iii, 3 and Chronicles xiii, 37, as Talmai. Its signification is "furrowed" from a Hebrew root meaning "to furrow" or "cut." The process by which Bartholmai or Bartalmai in Hebrew becomes Bartholomew in English, is through the regular Greek and Latin forms Bartholonmeos and Bartholommus, the second o being an intercalation, thence possibly through the French. The Latin ae being treated as a simple ē, as in all the other Romance languages.
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This is an exposition of some special results on analytic or C∞-approximation of functions in the strong sense, in finite- and infinite-dimensional spaces. It starts with H. Whitney's theorem on strong approximation by analytic functions in finite-dimensional spaces and ends with some recent results by the author on strong C∞-approximation of functions defined in a separable Hilbert space. The volume also contains some special results on approximation of stochastic processes. The results explained in the book have been obtained over a span of nearly five decades.