Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Third Hankel determinant for the inverse of reciprocal of bounded turning functions
Authors: B. Venkateswarlu, D. Vamshee Krishna, N. Rani
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Abstract
In this paper we obtain the best possible upper bound to the third Hankel determinants for the functions belonging to the class of reciprocal of bounded turning functions using Toeplitz determinants.B.Venkateswarlu, D.Vamshee Krishna
Department of Mathematics, GIT, GITAM University
Visakhapatnam-530 045, A. P., India
E-mail: , N.Rani
Praveenya Institute of Marine Engineering & Maritime
studies, Modavalasa-534 002, Visakhapatnam, A. P., India
E-mail:
Department of Mathematics, GIT, GITAM University
Visakhapatnam-530 045, A. P., India
E-mail: , N.Rani
Praveenya Institute of Marine Engineering & Maritime
studies, Modavalasa-534 002, Visakhapatnam, A. P., India
E-mail:
Fulltext
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Contents
- On certain subclasses of analytic functions associated with generalized struve functions
- Rational bases of GL(2, R)-comitants and of GL(2, R)-invariants for the planar system of differential equations with nonlinearities of the fourth degree
- Certain classes of p-valent analytic functions with negative coefficients and (lambda,p)-starlike with respect to certain points
- Third Hankel determinant for the inverse of reciprocal of bounded turning functions
- Generating Cubic Equations as a Method for Public Encryption
- Determining the Distribution of the Duration of Stationary Games for Zero-Order Markov Processes with Final Sequence of States
- Cubic differential systems with two affine real non-parallel invariant straight lines of maximal multiplicity
- A Parametric Scheme for Online Uniform-Machine Scheduling to Minimize the Makespan
- On the absence of finite approximation relative to model completeness in propositional provability logic
- Alexei Cașu (Kashu). On his 75th Anniversary.
