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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. of Sci. (Math.), Prof. Vladimir M. Miklyukov

Vladimir Miklyukov's monograph 'Conformal Maps of Nonsmooth Surfaces and Their Applications' is dedicated to new findings in the theory of conformal maps of nonsmooth surfaces in Euclidian space. The following problems are touched upon: the existence and uniqueness of maps, the boundary behavior of maps and prime ends of surfaces, theorems of the Ahlfors and Warschawski type, applications in a problem of the gas dynamics equation, and qualitative questions of the theory of minimal surfaces. The author prese

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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. of Sci. (Math.), Prof. Vladimir M. Miklyukov | miklyukov.com Reviews

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Vladimir Miklyukov's monograph 'Conformal Maps of Nonsmooth Surfaces and Their Applications' is dedicated to new findings in the theory of conformal maps of nonsmooth surfaces in Euclidian space. The following problems are touched upon: the existence and uniqueness of maps, the boundary behavior of maps and prime ends of surfaces, theorems of the Ahlfors and Warschawski type, applications in a problem of the gas dynamics equation, and qualitative questions of the theory of minimal surfaces. The author prese

<META> KEYWORDS

1 Vladimir Miklyukov

2 Conformal Maps of Nonsmooth Surfaces and Their Applications

3 mathematics

4 math

5 science

6 math books

7 math research

8 mathematical analysis

9 books on mathematics

10 introduction to the theory of conformal maps between nonregular surfaces

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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. of Sci. (Math.), Prof. Vladimir M. Miklyukov | miklyukov.com Reviews

https://miklyukov.com

Vladimir Miklyukov's monograph 'Conformal Maps of Nonsmooth Surfaces and Their Applications' is dedicated to new findings in the theory of conformal maps of nonsmooth surfaces in Euclidian space. The following problems are touched upon: the existence and uniqueness of maps, the boundary behavior of maps and prime ends of surfaces, theorems of the Ahlfors and Warschawski type, applications in a problem of the gas dynamics equation, and qualitative questions of the theory of minimal surfaces. The author prese

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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. of Sci. (Math.), Prof. Vladimir M. Miklyukov

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Conformal Maps of Nonsmooth Surfaces - Dr. Vladimir M. Miklyukov. Conformal Maps of Nonsmooth Surfaces and Their Applications. By Dr of Sci. (Math.), Prof. Vladimir M. Miklyukov, Ph.D. The book features a number of unsolved problems and will definitely appeal to those interested in the field.

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Conformal Maps of Nonsmooth Surfaces - Dr. Vladimir M. Miklyukov

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Conformal Maps of Nonsmooth Surfaces - Dr. Vladimir M. Miklyukov. Dr Vladimir M. Miklyukov, a full professor and a head of the laboratory Superslow Processes. Volgograd State University, Volgograd, Russia), is the author of more than 250 papers in Mathematics including monographs:. Conformal Maps of Nonsmooth Surfaces and Their Applications; An Introduction to Nonsmooth Analysis; Geometrical Analysis: Differential Forms, Almost Solutions and Almost Quasiconformal Maps; Tubes and Bands in Space-Time.

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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. Vladimir M. Miklyukov

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Conformal Maps of Nonsmooth Surfaces - Dr. Vladimir M. Miklyukov. More About the Book. This monograph is dedicated to new findings in the theory of. Conformal maps of nonsmooth surfaces. In Euclidian space. Although a multidimensional and explanatory theory of. Conformal maps between plain domains. Does exist, the theory of. Conformal maps of nonsmooth surfaces. Has not yet been introduced to public. The following problems are touched upon in this book:. Conformal Map without Complex Variable. Neverthele...

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Анализ в анизотропных пространствах (проект). Независимая научная лаборатория Uchimsya, LLC. PO Box 1272, Yonkers, NY, USA, 10702. See This Project in English. Суть реально существующие объекты, то под реальным расстоянием r(A;B). Может пониматься время или число килокалорий, которые необходимо затратить чтобы дойти от A. Количество бензина, которое необходимо затратить чтобы доехать на той или иной машине от A. Стоимости этого бензина и т.п. Ясно, что в общем случае r(A;B). Не равно r(B;A). В целом же, ...

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uchimsya.info -- Curriculum Vita of Dr. of Sci. (Math.) Prof. Vladimir M. Miklyukov

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Независимая научная лаборатория Uchimsya, LLC. PO Box 1272, Yonkers, NY, USA, 10702. 2010, ISBN 978-5-9669-0714-3. ББК 22.313.3я43 M59. 2010, ISBN 978-5-9669-0772-3. ББК 22.313.3я43 З-32. Полный текст на русском. On Almost Solutions of PDE. Dr of Sci. (Math.) Prof. Vladimir M. Miklyukov. In 1970 at Donetsk State University (Ukraine). From 1970 to 1973, he was doing a research at the Institute of Applied Mathematics and Mechanics (Donetsk, Ukraine). The problem of boundary behaviour of minimal graphs;.

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Открытая Математическая Интернет-Библиотека (OMIL). Независимая научная лаборатория Uchimsya, LLC. PO Box 1272, Yonkers, NY, USA, 10702. 2010, ISBN 978-5-9669-0714-3. ББК 22.313.3я43 M59. 2010, ISBN 978-5-9669-0772-3. ББК 22.313.3я43 З-32. Полный текст на русском. On Almost Solutions of PDE. Библиотека - LIBRARY- UNDER CONSTRUCTION! Открытая Математическая Интернет-Библиотека (OMIL). На ближайшие годы предполагается, в частности публикация результатов исследований по сверхмедленным процессам, почти-решен...

uchimsya.info

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Navigation in Anisotropic Spaces. Vladimir M. Miklyukov. Independent Scientific Laboratory Uchimsya, LLC,. PO Box 1272, Yonkers, NY 10702, USA. Back to Original Text. Instead of Nuclear Power Plants. Are really existing objects, then the real distance from A to B, which is r(A,B). Can be measured using such sample criteria as:. Time spent on reaching point B. Amount of gasoline needed for an actual car model if driving;. Total cost of the gasoline, etc. It is clear that, in general, r(A,B). First of all,...

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Conformal Maps of Nonsmooth Surfaces and Their Applications - Dr. of Sci. (Math.), Prof. Vladimir M. Miklyukov

Conformal Maps of Nonsmooth Surfaces - Dr. Vladimir M. Miklyukov. Conformal Maps of Nonsmooth Surfaces and Their Applications. By Dr of Sci. (Math.), Prof. Vladimir M. Miklyukov, Ph.D. The book features a number of unsolved problems and will definitely appeal to those interested in the field.

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