An Expansion of the L- Kernel Over Domains in the Complex Plane.
An explicit evaluation of the Gosper sum.
An explicit interpolation formula for the Hardy space.
An exponential transform and regularity of free boundaries in two dimensions
An extension of a theorem of Abian
An Extension of Becker's Univalence Condition.
An extension of Ozaki and Nunokawa's univalence criterion.
An extension of Schwick's theorem for normal families
In this paper, the definition of the derivative of meromorphic functions is extended to holomorphic maps from a plane domain into the complex projective space. We then use it to study the normality criteria for families of holomorphic maps. The results obtained generalize and improve Schwick's theorem for normal families.
An extension of the region of variability of a subclass of univalent functions.
An Extension of the Theorem of Steinmetz-Nevanlinna to Holomorphic Curves.
An extension of the univalence criterion for a family of integral operators
The main object of the present paper is to extend the univalence condition for a family of integral operators. Relevant connections of some of the results obtained in this paper with those in earlier works are also provided.
An extension of typically-real functions and associated orthogonal polynomials
Two-parameters extension of the family of typically-real functions is studied. The definition is obtained by the Stjeltjes integral formula. The kernel function in this definition serves as a generating function for some family of orthogonal polynomials generalizing Chebyshev polynomials of the second kind. The results of this paper concern the exact region of local univalence, bounds for the radius of univalence, the coefficient problems within the considered family as well as the basic properties...
An extension to the Owa-Srivastava fractional operator with applications to parabolic starlike and uniformly convex functions.
An Extrapolation Method for the Quadrature of Functions with Singularities in the Vicinity of the Interval of Integration.
An extremal arclength problem in some classes of univalent and p-symmetric functions
An extremal problem for certain subharmonic functions in the plane.
An extremal problem for harmonic measure.
An extremal problem for polynomials with a prescribed value at a given point of the real axis.
An extremal property on entire functions with positive zeros.
An F. and M. Riesz theorem for a class of infinitely connected regions