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New Trends in Geometric Function Theory and Applications cover

After the positive settlement of Bieberbach's conjecture by Prof. Louis dé Branges, there are new avenues open for researchers in the field of Geometric Function Theory. New directions of research and new problems arising in this field are mainly considered in this proceedings.

Sample Chapter(s)
Functions of Generalized Bounded Argument Rotation (248 KB)


Contents:
  • Distortion Theorems for Hyperbolically and Spherically k-Convex Functions (D Minda et al)
  • On a Boundary Value Problem for Convex Univalent Function II (St Ruscheweyh & L C Salinas)
  • Extreme Points and Support Points of Certain Class of Analytic Functions (O P Juneja et al)
  • Conjectures for Univalent Functions with Negative Coefficients (H Silverman)
  • Some Inequalities for Starlike of Spiral-Like Functions (V Singh)
  • Classes of Functions Defined by Subordination (E M Silvia et al)
  • On Integral Transforms of Jakubowski Functions (E P Merkes)
  • Differential Inequalities and Local Valency (R M Goel)
  • Bazilevičtions with Logarithmic Growth (D K Thomas)
  • Some Subclass of k-Valent Meromorphic Functions (J Stankiewicz & Z Stankiewicz)
  • An Extension of Certain Classes of Univalent Functions (T Bulboacǎ)
  • Diff (Circle) and the Teichmuller Spaces: A Connection via String Theory (S Nag)
  • other papers

Readership: Mathematicians working in complex analysis and related areas.