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Visual complex analysis / Tristan Needham.

By: Language: İngilizce Publisher: Oxford [England] : New York : Oxford University Press, 2000Description: xxiii, 592 p. : ill. ; 23 cmISBN:
  • 0198534469 (pbk.)
  • 9780198534464 (pbk.)
Subject(s): LOC classification:
  • QA331.7 .N44 2000
Contents:
1. Geometry and Complex Arithmetic -- 2. Complex Functions as Transformations -- 3. Mobius Transformations and Inversion -- 4. Differentiation: The Amplitwist Concept -- 5. Further Geometry of Differentiation -- 6. Non-Euclidean Geometry -- 7. Winding Numbers and Topology -- 8. Complex Integration: Cauchy's Theorem -- 9. Cauchy's Formula and Its Applications -- 10. Vector Fields: Physics and Topology -- 11. Vector Fields and Complex Integration -- 12. Flows and Harmonic Functions.
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Holdings
Item type Current library Home library Collection Call number Vol info Copy number Status Date due Barcode
Book Book Merkez Kütüphane Genel Koleksiyon / Main Collection Merkez Kütüphane Genel Koleksiyon QA331.7 .N44 2000 (Browse shelf(Opens below)) 1 1 Available 0031668
Book Book Merkez Kütüphane Genel Koleksiyon / Main Collection Merkez Kütüphane Genel Koleksiyon QA331.7 .N44 2000 (Browse shelf(Opens below)) 1 2 Available 0031669
Book Book Merkez Kütüphane Genel Koleksiyon / Main Collection Merkez Kütüphane Genel Koleksiyon QA331.7 .N44 2000 (Browse shelf(Opens below)) 1 3 Available 0031670
Browsing Merkez Kütüphane shelves, Shelving location: Genel Koleksiyon / Main Collection, Collection: Genel Koleksiyon Close shelf browser (Hides shelf browser)
QA331.7 .M38 2001 Complex analysis for mathematics and engineering / QA331.7 .M38 2001 Complex analysis for mathematics and engineering / QA331.7 .M55 2006 Dynamics in one complex variable / QA331.7 .N44 2000 Visual complex analysis / QA331.7 .N44 2000 Visual complex analysis / QA331.7 .N44 2000 Visual complex analysis / QA331.7 .P35 1991 An introduction to complex function theory /

"First published 1997; first published in paperback 1998 (with corrections), 2000 (with corrections)"--T.p. verso.

1. Geometry and Complex Arithmetic -- 2. Complex Functions as Transformations -- 3. Mobius Transformations and Inversion -- 4. Differentiation: The Amplitwist Concept -- 5. Further Geometry of Differentiation -- 6. Non-Euclidean Geometry -- 7. Winding Numbers and Topology -- 8. Complex Integration: Cauchy's Theorem -- 9. Cauchy's Formula and Its Applications -- 10. Vector Fields: Physics and Topology -- 11. Vector Fields and Complex Integration -- 12. Flows and Harmonic Functions.

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