Biblioteca Dr. Antonio Monteiro · Catálogo | |
LDR | ·····cam##22·····5a#4500 |
001 | 005197 |
005 | 20130308092749.0 |
008 | 700914s1968####nyu######b####001#0#eng## |
245 | 10 | $a Complex function theory / $c Maurice Heins. |
260 | ## | $a New York : $b Academic Press, $c 1968. |
300 | ## | $a xv, 416 p. ; $c 24 cm. |
490 | 1# | $a Pure and applied mathematics, a series of monographs and textbooks ; $v 28 |
504 | ## | $a Bibliografía: p. 394-399. |
505 | 0# | $a Part I: 1. The real field -- 2. The complex field. Limits -- 3. Topological and metric spaces -- 4. Complex differential analysis -- 5. Cauchy theory -- 6. Laurent expansion. Meromorphic functions -- 7. Further applications of the Cauchy theory -- 8. The zeros and poles of meromorphic functions -- 9. The gamma and zeta functions. Prime number theorem. |
505 | 0# | $a Part II: 10. Supplementary developments concerning the complex plane -- 11. Complex differential coefficients -- 12. Topics in the theory of power series -- 13. Harmonic and subharmonic functions -- 14. Complements to the Cauchy theory -- 15. Möbius transformations -- 16. The modular function. The Picard theorems -- 17. Some questions concerning univalent analytic functions -- 18. Riemann surfaces. |
510 | 4# | $a MR, $c 39 #413 |
100 | 1# | $a Heins, Maurice, $d 1915- |
830 | #0 | $a Pure and applied mathematics (Academic Press) ; $v 28. |
650 | #0 | $a Functions of complex variables. |
084 | ## | $a 30-01 $2 msc2000 |
010 | ## | $a ###68016518# |
040 | ## | $a DLC $c DLC $d DLC |
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