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Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
Lectures On Complex Analysis Norbert Steinmetz
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Lectures On Complex Analysis Norbert Steinmetz

Lectures on Complex AnalysisAuthor(s): Norbert Steinmetz

Format: Hardback

Publisher: Springer Nature Switzerland AG, Switzerland

Imprint: Springer Nature Switzerland AG

ISBN-13: 9783032139955, 978-3032139955

Synopsis

This elegant textbook offers a comprehensive course on one-dimensional complex analysis. It includes many topics that, in this scope, are not covered in most other textbooks, such as a detailed investigation of the Schwarzian derivative and its associated differential equation, with applications to conformal mappings of circular polygons; various proofs of the uniformisation theorem for planar domains; an introduction to the theory of ordinary differential equations in the complex domain, culminating in a proof of the CauchyKovalevskaya theorem; an introduction to the theory of normal families, including Zalcman's lemma; a proof of the PaleyWiener theorem; a complete discussion of the LaguerrePlya class; solution of the Dirichlet problem, with special emphasis on h.

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Lectures On Complex Analysis Norbert Steinmetz

Lectures on Complex AnalysisAuthor(s): Norbert Steinmetz

Format: Hardback

Publisher: Springer Nature Switzerland AG, Switzerland

Imprint: Springer Nature Switzerland AG

ISBN-13: 9783032139955, 978-3032139955

Synopsis

This elegant textbook offers a comprehensive course on one-dimensional complex analysis. It includes many topics that, in this scope, are not covered in most other textbooks, such as a detailed investigation of the Schwarzian derivative and its associated differential equation, with applications to conformal mappings of circular polygons; various proofs of the uniformisation theorem for planar domains; an introduction to the theory of ordinary differential equations in the complex domain, culminating in a proof of the CauchyKovalevskaya theorem; an introduction to the theory of normal families, including Zalcman's lemma; a proof of the PaleyWiener theorem; a complete discussion of the LaguerrePlya class; solution of the Dirichlet problem, with special emphasis on h.

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Lectures on Complex AnalysisAuthor(s): Norbert Steinmetz

Format: Hardback

Publisher: Springer Nature Switzerland AG, Switzerland

Imprint: Springer Nature Switzerland AG

ISBN-13: 9783032139955, 978-3032139955

Synopsis

This elegant textbook offers a comprehensive course on one-dimensional complex analysis. It includes many topics that, in this scope, are not covered in most other textbooks, such as a detailed investigation of the Schwarzian derivative and its associated differential equation, with applications to conformal mappings of circular polygons; various proofs of the uniformisation theorem for planar domains; an introduction to the theory of ordinary differential equations in the complex domain, culminating in a proof of the CauchyKovalevskaya theorem; an introduction to the theory of normal families, including Zalcman's lemma; a proof of the PaleyWiener theorem; a complete discussion of the LaguerrePlya class; solution of the Dirichlet problem, with special emphasis on h.

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hardback

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english

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Springer Nature Switzerland AG

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