Boundary value problems for analytic and generalized analytic functions

1998 9 8976 1 24122 document 8976 Tutschke- part III.pdf application/pdf 52bfef225693a3ede26511246a34bab7 MD5 886761 2015-04-13 16:36:32 http://eprints.iliauni.edu.ge/1998/1/Tutschke-%20part%20III.pdf 1998 1 1 application/pdf text en public

Tutschke- part III.pdf

8978 2 24130 document 8978 lightbox.jpg image/png bff8ba895a0bc1184abc655d14e82bf7 MD5 2985 2015-04-13 16:56:52 http://eprints.iliauni.edu.ge/1998/3/lightbox.jpg 1998 3 3 image/png other Thumbnails conversion from text to thumbnail_lightbox ge public

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http://eprints.org/relation/isVersionOf http://eprints.iliauni.edu.ge/id/document/8976 http://eprints.org/relation/isVolatileVersionOf http://eprints.iliauni.edu.ge/id/document/8976 http://eprints.org/relation/issmallThumbnailVersionOf http://eprints.iliauni.edu.ge/id/document/8976 archive 4139 disk0/00/00/19/98 2015-04-14 11:36:20 2015-04-14 11:36:20 2015-04-14 11:36:20 book show Manjavidze Nino nino.manjavidze@iliauni.edu.ge Akhalaia George Boundary value problems for analytic and generalized analytic functions pub QA fac_eng public Among the most remarkable and important works of the well-known Georgian mathematician Professor Giorgi Manjavidze (1924-1999) is his monograph “Boundary value problems for analytic and generalized analytic functions”, which was first published in 1990 by Tbilisi University Press in Russian. This book presents an original approach to the subject, that has not yet appeared anywhere except Georgia. English version will allow wide mathematical audience to get acquainted with this approach and apply in problems of mechanics and engineering. That is why we translated this book and we are eager to dedicate this publication to the author’s memory. The present addition differs from the original Russian in one added chapter (Chapter 20), which contains the theory of boundary value problems for nonlinear systems of partial differential equations on the plane and is written by the author together with Prof. Wolfgang Tutschke (note that the references are also enlarged). Finally, with the most sincere feeling of gratitude we would like to thank all of them who have helped to turn our expectation into reality for great support and cooperation. Special thanks to the mastermind of all Prof. W. Tutschke, to Prof. H. Begehr who encouraged us to keepon with the idea and to our Georgian colleagues Prof. G. Giorgadze, Prof. G. Khimshiashvili, Prof. A. Tsiskaridze, Prof. N. Chinchaladze. We are pleased to express our deepest gratitude to Prof. C. C. Yang and to the “Science Press” Publishing House. 2008 published Part 3 Science Press Beijing, China 134 TRUE Tutschke Wolfgang