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Bernard Epstein,Liang-Shin Hahn

Published by Jones & Bartlett India Private Limited/Viva Books (2011)

ISBN 10: 9380108958 ISBN 13: 9789380108957

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From: BookVistas (New Delhi, DELHI, India)

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About this Item: Jones & Bartlett India Private Limited/Viva Books, 2011. Softcover. Condition: New. First edition. Ideal for an introductory course in complex analysis at the advanced undergraduate or graduate level, this text has been developed over decades of teaching with an enthusiastic student reception. The first half of the book focuses in the core material. An early chapter on power series gives the reader concrete examples of analytic functions and a review of calculus. Mödius transformations are presented with emphasis on the geometric aspect and the Cauchy theorem is covered in the classical manner. The remaining chapters provide an elegant and solid overview of special topics such as Entire and Meromorphic Function, Analytic Continuation, Normal families, Conformal Mapping, and Harmonic Functions. Key Features: ? Power Series approach gives students a chance to review calculus and discover complex analysis is a natural extension of calculus ? Unique coverage of Phragmén-Lindelöf Theorem (§10.4), the Runge Approximation Theorem (§6.6), Conformal Mappings of Multiply-Connected Regions (§7.9), and Extensions of Theorems of MittagLeffler and Weierstrass (§7.3) ? Also unique is the comparisons of Complex Analysis and Real analysis in Chapter 4,5, and 9 ? New, elementary proof of the Picard Theorems in Chapter 12 ? Generous exercise sets are a treasure trove of interesting and challenging problems ? Over 60 illustrations help the reader visualize complex relationships Contents: Chapter 1: Complex Numbers: The Complex Field ? Geometric Representation ? The Riemann Sphere ? Exercises ? Chapter 2: Power Series: Sequences ? Series ? Some Terminology about the Topology of the Complex Plane ? Uniform Convergence ? Geometric Series ? Circle of Convergence ? Uniqueness ? Differentiation of Power Series ? Some Elementary Functions ? The Maximum and Minimum Modulus Principles ? Exercises ? Chapter 3: Analytic Functions: The Cauchy-Riemann Differential Equations ? Harmonic Functions? Geometric Significance of the Derivative ? Möbius Transformations ? Exercises ? Chapter 4: The Cauchy Theorem: Some Remarks on Curves ? Line Integrals ? The Cauchy-Goursat Theorem ? The Cauchy Integral Formula ? The Morera Theorem ? Exercises ? Chapter 5: Singularities and Residues: Laurent Series ? Isolated Singularities ? Rational Functions ? Residues ? Evaluation of Real Integrals ? The Argument Principle ? Exercises ? Chapter 6: The Maximum Modulus Principle: The Maximum and Minimum Modulus Principles, Revisited ? The Schwarz Lemma ? The Three-Circle Theorem ? A Maximum Theorem for an Unbounded Region ? The Three-Line Theorem ? The Phragmén-Lindelöf Theorems ? Exercises ? Chapter 7: Entire and Meromorphic Functions: The Mittag-Leffler Theorem ? A Theorem of Weierstrass ? Extensions of Theorems of Mittag-Leffler and Weierstrass ? Infinite Products ? Blaschke Products ? The Factorization of Entire Functions ? The Jensen Formula ? Entire Functions of Finite Order ? The Runge Approximation ? Theorem ? Exercises ? Chapter 8: Analytic Continuation: The Power-Series Method ? Natural Boundaries ? Multiple-Valued Functions ? Riemann Surfaces ? The Schwarz Symmetry Principle ? The Monodromy Theorem ? Law of Permanence ? The Euler Gamma Function ? Exercises ? Chapter 9: Normal Families: The Montel Selection Theorem ? Univalent Functions ? Exercises ? Chapter 10: Conformal Mapping: Classification of Regions ? The Riemann Mapping Theorem Examples ? Conformal Mappings of Multiply Connected Regions ? Exercises ? Chapter 11: Harmonic Functions: Harmonic Conjugate ? The Maximum and Minimum Principles for Harmonic Functions ? The Poisson Integral Formula ? The Dirichlet Problem ? The Harnack Theorem ? Green Functions ? Exercises ? Chapter 12: The Picard Theorems: The Bloch Theorem? The Schottky Theorem ? The Picard Theorems ? Exercises. Printed Pages: 430. Seller Inventory # 35899

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International Edition
International Edition

Liang_Shin Hahn & Bernard Epstein

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Softcover. Condition: New. 1st edition. Brand NEW, Paperback International Edition. Black & White or color, Cover and ISBN may be different but similar contents as US editions. Standard delivery takes 5-9 business days by USPS/DHL with tracking number. Choose expedited shipping for superfast delivery 3-5 business days by UPS/DHL/FEDEX. We also ship to PO Box addresses but by Standard delivery and shipping charges will be extra. International Edition Textbooks may bear a label -Not for sale in the U.S. or Canada- etc. printed only to discourage U.S. students from obtaining an affordable copy. Legal to use despite any disclaimer on cover as per US court. No access code or CD included unless specified. In some instances, the international textbooks may have different exercises at the end of the chapters. Printed in English. We may ship the books from multiple warehouses across the globe, including India depending upon the availability of inventory storage. In case of orders from Europe, custom charges may comply by the relevant government authority and we are not liable for it. 100% Customer satisfaction guaranteed! Please feel free to contact us for any queries. Seller Inventory # LPBDUS1625201

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International Edition
International Edition

Liang_Shin Hahn & Bernard Epstein

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Softcover. Condition: New. 1st edition. Brand NEW, Paperback International Edition. Black & White or color, Cover and ISBN may be different but similar contents as US editions. Standard delivery takes 5-9 business days by USPS/DHL with tracking number. Choose expedited shipping for superfast delivery 3-5 business days by UPS/DHL/FEDEX. We also ship to PO Box addresses but by Standard delivery and shipping charges will be extra. International Edition Textbooks may bear a label -Not for sale in the U.S. or Canada- etc. printed only to discourage U.S. students from obtaining an affordable copy. Legal to use despite any disclaimer on cover as per US court. No access code or CD included unless specified. In some instances, the international textbooks may have different exercises at the end of the chapters. Printed in English. We may ship the books from multiple warehouses across the globe, including India depending upon the availability of inventory storage. In case of orders from Europe, custom charges may comply by the relevant government authority and we are not liable for it. 100% Customer satisfaction guaranteed! Please feel free to contact us for any queries. Seller Inventory # LPBDUS1625202

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Bernard Epstein,Liang-Shin Hahn

Published by Jones & Bartlett India Private Limited/Viva Books (2011)

ISBN 10: 9380108958 ISBN 13: 9789380108957

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From: A - Z Books (New Delhi, DELHI, India)

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About this Item: Jones & Bartlett India Private Limited/Viva Books, 2011. Softcover. Condition: New. First edition. Ideal for an introductory course in complex analysis at the advanced undergraduate or graduate level, this text has been developed over decades of teaching with an enthusiastic student reception. The first half of the book focuses in the core material. An early chapter on power series gives the reader concrete examples of analytic functions and a review of calculus. Mà dius transformations are presented with emphasis on the geometric aspect and the Cauchy theorem is covered in the classical manner. The remaining chapters provide an elegant and solid overview of special topics such as Entire and Meromorphic Function, Analytic Continuation, Normal families, Conformal Mapping, and Harmonic Functions. Key Features: ⢠Power Series approach gives students a chance to review calculus and discover complex analysis is a natural extension of calculus ⢠Unique coverage of Phragmà n-Lindelà f Theorem (§10.4), the Runge Approximation Theorem (§6.6), Conformal Mappings of Multiply-Connected Regions (§7.9), and Extensions of Theorems of MittagLeffler and Weierstrass (§7.3) ⢠Also unique is the comparisons of Complex Analysis and Real analysis in Chapter 4,5, and 9 ⢠New, elementary proof of the Picard Theorems in Chapter 12 ⢠Generous exercise sets are a treasure trove of interesting and challenging problems ⢠Over 60 illustrations help the reader visualize complex relationships Contents: Chapter 1: Complex Numbers: The Complex Field ⢠Geometric Representation ⢠The Riemann Sphere ⢠Exercises ⢠Chapter 2: Power Series: Sequences ⢠Series ⢠Some Terminology about the Topology of the Complex Plane ⢠Uniform Convergence ⢠Geometric Series ⢠Circle of Convergence ⢠Uniqueness ⢠Differentiation of Power Series ⢠Some Elementary Functions ⢠The Maximum and Minimum Modulus Principles ⢠Exercises ⢠Chapter 3: Analytic Functions: The Cauchy-Riemann Differential Equations ⢠Harmonic Functions⢠Geometric Significance of the Derivative ⢠Mà bius Transformations ⢠Exercises ⢠Chapter 4: The Cauchy Theorem: Some Remarks on Curves ⢠Line Integrals ⢠The Cauchy-Goursat Theorem ⢠The Cauchy Integral Formula ⢠The Morera Theorem ⢠Exercises ⢠Chapter 5: Singularities and Residues: Laurent Series ⢠Isolated Singularities ⢠Rational Functions ⢠Residues ⢠Evaluation of Real Integrals ⢠The Argument Principle ⢠Exercises ⢠Chapter 6: The Maximum Modulus Principle: The Maximum and Minimum Modulus Principles, Revisited ⢠The Schwarz Lemma ⢠The Three-Circle Theorem ⢠A Maximum Theorem for an Unbounded Region ⢠The Three-Line Theorem ⢠The Phragmà n-Lindelà f Theorems ⢠Exercises ⢠Chapter 7: Entire and Meromorphic Functions: The Mittag-Leffler Theorem ⢠A Theorem of Weierstrass ⢠Extensions of Theorems of Mittag-Leffler and Weierstrass ⢠Infinite Products ⢠Blaschke Products ⢠The Factorization of Entire Functions ⢠The Jensen Formula ⢠Entire Functions of Finite Order ⢠The Runge Approximation ⢠Theorem ⢠Exercises ⢠Chapter 8: Analytic Continuation: The Power-Series Method ⢠Natural Boundaries ⢠Multiple-Valued Functions ⢠Riemann Surfaces ⢠The Schwarz Symmetry Principle ⢠The Monodromy Theorem ⢠Law of Permanence ⢠The Euler Gamma Function ⢠Exercises ⢠Chapter 9: Normal Families: The Montel Selection Theorem ⢠Univalent Functions ⢠Exercises ⢠Chapter 10: Conformal Mapping: Classification of Regions ⢠The Riemann Mapping Theorem Examples ⢠Conformal Mappings of Multiply Connected Regions ⢠Exercises ⢠Chapter 11: Harmonic Functions: Harmonic Conjugate ⢠The Maximum and Minimum Principles for Harmonic Functions ⢠The Poisson Integral Formula ⢠The Dirichlet Problem ⢠The Harnack Theorem ⢠Green Functions ⢠Exercises ⢠Chapter 12: The Picard Theorems: The Bloch Theorem⢠The Schottky Theorem ⢠The Picard Theorems ⢠Exercises. Printed Pages: 430. Seller Inventory # 35899

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Hahn, Liang-Shin; Epstein, Bernard

Published by Jones and Bartlett Publishers

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Jones and Bartlett Publishers. PAPERBACK. Condition: New. 9380108958 *BRAND NEW* Ships Same Day or Next!. Seller Inventory # SWATI2122649395

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Hahn, Liang-Shin; Epstein, Bernard

Published by Jones and Bartlett Publishers

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Jones and Bartlett Publishers. PAPERBACK. Condition: Fine. 9380108958 *LIKE NEW* Ships Same Day or Next!. Seller Inventory # SWATI21FI861181

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Bernard Epstein,Liang-Shin Hahn

Published by Jones & Bartlett India Private Limited/Viva Books (2011)

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About this Item: Jones & Bartlett India Private Limited/Viva Books, 2011. Softcover. Condition: New. First edition. Ideal for an introductory course in complex analysis at the advanced undergraduate or graduate level, this text has been developed over decades of teaching with an enthusiastic student reception. The first half of the book focuses in the core material. An early chapter on power series gives the reader concrete examples of analytic functions and a review of calculus. Mà dius transformations are presented with emphasis on the geometric aspect and the Cauchy theorem is covered in the classical manner. The remaining chapters provide an elegant and solid overview of special topics such as Entire and Meromorphic Function, Analytic Continuation, Normal families, Conformal Mapping, and Harmonic Functions. Key Features: ⢠Power Series approach gives students a chance to review calculus and discover complex analysis is a natural extension of calculus ⢠Unique coverage of Phragmà n-Lindelà f Theorem (§10.4), the Runge Approximation Theorem (§6.6), Conformal Mappings of Multiply-Connected Regions (§7.9), and Extensions of Theorems of MittagLeffler and Weierstrass (§7.3) ⢠Also unique is the comparisons of Complex Analysis and Real analysis in Chapter 4,5, and 9 ⢠New, elementary proof of the Picard Theorems in Chapter 12 ⢠Generous exercise sets are a treasure trove of interesting and challenging problems ⢠Over 60 illustrations help the reader visualize complex relationships Contents: Chapter 1: Complex Numbers: The Complex Field ⢠Geometric Representation ⢠The Riemann Sphere ⢠Exercises ⢠Chapter 2: Power Series: Sequences ⢠Series ⢠Some Terminology about the Topology of the Complex Plane ⢠Uniform Convergence ⢠Geometric Series ⢠Circle of Convergence ⢠Uniqueness ⢠Differentiation of Power Series ⢠Some Elementary Functions ⢠The Maximum and Minimum Modulus Principles ⢠Exercises ⢠Chapter 3: Analytic Functions: The Cauchy-Riemann Differential Equations ⢠Harmonic Functions⢠Geometric Significance of the Derivative ⢠Mà bius Transformations ⢠Exercises ⢠Chapter 4: The Cauchy Theorem: Some Remarks on Curves ⢠Line Integrals ⢠The Cauchy-Goursat Theorem ⢠The Cauchy Integral Formula ⢠The Morera Theorem ⢠Exercises ⢠Chapter 5: Singularities and Residues: Laurent Series ⢠Isolated Singularities ⢠Rational Functions ⢠Residues ⢠Evaluation of Real Integrals ⢠The Argument Principle ⢠Exercises ⢠Chapter 6: The Maximum Modulus Principle: The Maximum and Minimum Modulus Principles, Revisited ⢠The Schwarz Lemma ⢠The Three-Circle Theorem ⢠A Maximum Theorem for an Unbounded Region ⢠The Three-Line Theorem ⢠The Phragmà n-Lindelà f Theorems ⢠Exercises ⢠Chapter 7: Entire and Meromorphic Functions: The Mittag-Leffler Theorem ⢠A Theorem of Weierstrass ⢠Extensions of Theorems of Mittag-Leffler and Weierstrass ⢠Infinite Products ⢠Blaschke Products ⢠The Factorization of Entire Functions ⢠The Jensen Formula ⢠Entire Functions of Finite Order ⢠The Runge Approximation ⢠Theorem ⢠Exercises ⢠Chapter 8: Analytic Continuation: The Power-Series Method ⢠Natural Boundaries ⢠Multiple-Valued Functions ⢠Riemann Surfaces ⢠The Schwarz Symmetry Principle ⢠The Monodromy Theorem ⢠Law of Permanence ⢠The Euler Gamma Function ⢠Exercises ⢠Chapter 9: Normal Families: The Montel Selection Theorem ⢠Univalent Functions ⢠Exercises ⢠Chapter 10: Conformal Mapping: Classification of Regions ⢠The Riemann Mapping Theorem Examples ⢠Conformal Mappings of Multiply Connected Regions ⢠Exercises ⢠Chapter 11: Harmonic Functions: Harmonic Conjugate ⢠The Maximum and Minimum Principles for Harmonic Functions ⢠The Poisson Integral Formula ⢠The Dirichlet Problem ⢠The Harnack Theorem ⢠Green Functions ⢠Exercises ⢠Chapter 12: The Picard Theorems: The Bloch Theorem⢠The Schottky Theorem ⢠The Picard Theorems ⢠Exercises. Printed Pages: 430. Seller Inventory # 35899

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Liang-shin Hahn; Bernard Epstein

Published by Jones & Bartlett Learning (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, 1996. Condition: Good. A+ Customer service! Satisfaction Guaranteed! Book is in Used-Good condition. Pages and cover are clean and intact. Used items may not include supplementary materials such as CDs or access codes. May show signs of minor shelf wear and contain limited notes and highlighting. Seller Inventory # 086720494X-2-4

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Bernard Epstein; Liang-Shin Hahn

Published by Jones & Bartlett Learning, LLC

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, LLC. Hardcover. Condition: Fair. Seller Inventory # G086720494XI5N00

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Liang-shin Hahn; Bernard Epstein

Published by Jones & Bartlett Learning (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, 1996. Hardcover. Condition: Used: Good. Seller Inventory # SONG086720494X

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Liang-Shin Hahn; Bernard Epstein

Published by Jones and Bartlett Publishers (2011)

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Jones and Bartlett Publishers, 2011. Condition: Good. A+ Customer service! Satisfaction Guaranteed! Book is in Used-Good condition. Pages and cover are clean and intact. Used items may not include supplementary materials such as CDs or access codes. May show signs of minor shelf wear and contain limited notes and highlighting. Seller Inventory # 9380108958-2-4

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Hahn, Liang-Shin, Epstein, Bernard

Published by Jones and Bartlett Publishers (2011)

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Jones and Bartlett Publishers, 2011. Paperback. Condition: Very Good. Great condition with minimal wear, aging, or shelf wear. Seller Inventory # P029380108958

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Hahn, Liang-Shin, Epstein, Bernard

Published by Jones and Bartlett Publishers (2011)

ISBN 10: 9380108958 ISBN 13: 9789380108957

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About this Item: Jones and Bartlett Publishers, 2011. Paperback. Condition: New. Never used!. Seller Inventory # P119380108958

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Hahn, Liang-shin; Epstein, Bernard

Published by Jones & Bartlett Learning

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning. Hardcover. Condition: Fine. 086720494X Like New Condition. Seller Inventory # LN7.1846047

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Hahn, Liang-shin; Epstein, Bernard

Published by Jones & Bartlett Learning

ISBN 10: 086720494X ISBN 13: 9780867204940

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Hahn, Liang-shin; Epstein, Bernard

Published by Jones & Bartlett Learning (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, 1996. Hardcover. Condition: New. Seller Inventory # INGM9780867204940

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Liang-Shin Hahn, Bernard Epstein

Published by Jones and Bartlett Publishers, Inc, United States (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones and Bartlett Publishers, Inc, United States, 1996. Hardback. Condition: New. Language: English . Brand New Book ***** Print on Demand *****. Classic Complex Analysis is a text that has been developed over decades of teaching with an enthusiastic student reception. The first half of the book focuses on the core material. An early chapter on power series gives the reader concrete examples of analytic functions and a review of calculus. Mobius transformations are presented with emphasis on the geometric aspect, and the Cauchy theorem is covered in the classical manner. The remaining chapters provide an elegant and solid overview of special topics such as Entire and Meromorphic Functions, Analytic Continuation, Normal Families, Conformal Mapping, and Harmonic Functions. Seller Inventory # APC9780867204940

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Liang-Shin Hahn, Bernard Epstein

Published by Jones and Bartlett Publishers, Inc, United States (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones and Bartlett Publishers, Inc, United States, 1996. Hardback. Condition: New. Language: English . Brand New Book ***** Print on Demand *****.Classic Complex Analysis is a text that has been developed over decades of teaching with an enthusiastic student reception. The first half of the book focuses on the core material. An early chapter on power series gives the reader concrete examples of analytic functions and a review of calculus. Mobius transformations are presented with emphasis on the geometric aspect, and the Cauchy theorem is covered in the classical manner. The remaining chapters provide an elegant and solid overview of special topics such as Entire and Meromorphic Functions, Analytic Continuation, Normal Families, Conformal Mapping, and Harmonic Functions. Seller Inventory # APC9780867204940

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Liang-shin Hahn, Bernard Epstein

Published by Jones & Bartlett Learning (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, 1996. Hardcover. Condition: New. Seller Inventory # DADAX086720494X

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Hahn, Liang-shin; Epstein, Bernard

Published by Jones & Bartlett Learning

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning. Hardcover. Condition: New. 086720494X Special order direct from the distributor. Seller Inventory # ING9780867204940

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Liang-shin Hahn; Bernard Epstein

Published by Jones & Bartlett Learning (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones & Bartlett Learning, 1996. Hardcover. Condition: New. book. Seller Inventory # M086720494X

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Liang-Shin Hahn, Bernard Epstein

Published by Jones and Bartlett Publishers, Inc 1996-04-17 (1996)

ISBN 10: 086720494X ISBN 13: 9780867204940

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About this Item: Jones and Bartlett Publishers, Inc 1996-04-17, 1996. Condition: New. Brand new book, sourced directly from publisher. Dispatched within 2 working days from our warehouse. Book will be sent in robust, secure packaging to ensure it reaches you securely. Seller Inventory # NU-ING-22278303

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