Heins, Maurice, 1915-
Complex function theory / Maurice Heins.
— New York : Academic Press, 1968. xv, 416 p. ; 24 cm. — (Pure and applied mathematics, a series of monographs and textbooks ; 28)
Bibliografía: p. 394-399.
Contenido: 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.
Contenido: 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.
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