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Complex Numbers and Conformal Mappings (Little Mathematics Library) | A. I. Markushevich

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Complex Numbers and Conformal Mappings (Little Mathematics Library)
Original Title Complex Numbers and Conformal Mappings (Little Mathematics Library)
Author A. I. Markushevich
Publication date

Topics mathematics, little mathematics library, mir publishers, complex numbers, conformal mappings, cartography, Zhukovsky’s function
Publisher Mir Publishers
Collection mir-titles, additional_collections
Contributor Mirtitles
Language English
Book Type EBook
Material Type Book
File Type PDF
Downloadable Yes
Support Mobile, Desktop, Tablet
Scan Quality: Best No watermark
PDF Quality: Good
Availability Yes
Price 0.00
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The book acquaints the reader with complex numbers and
functions of a complex argument (including Zhukovskyâs function as applied to the construction of a wing section). The material is presented in a geometric form. Complex numbers are considered as directed line segments and functions as mappings. To prepare the reader to such an understanding of complex numbers, we begin with a geometric interpretation of real numbers and operations on them. The book is based on a lecture delivered by the author to high-school students. To read the book, the reader need not be acquainted with complex numbers.

It is intended for all those who are
interested in mathematics and primarily for high-school
students, it can also be of use for self-education. For proper
comprehension of the content of the book the reader must posses
high-school knowledge of mathematics.

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