The Fekete-Szeg\"{o} functional and the Hankel determinant for a certain class of analytic
functions involving the Hohlov o Page 1 http://www.aimspress.com/journal/Math AIMS …

The purpose of this paper is to determine the estimates of some coefficient-related problems
for the class BT 3 ℓ of bounded turning functions connected to a three-leaf shaped domain …

In most cases, the problem of finding bounds for the inverse function is much more difficult
than finding bounds for the function itself. Thus, there are relatively little sharp bounds of …

In the present investigation, we obtain the coefficient inequalities, Fekete-Szegö inequality,
third Hankel determinant for the function f∈ R (h). A similar study have been done as the …

Third Hankel determinant for Bazilevic functions related to a leaf like domain - NASA/ADS
Now on home page ads icon ads Enable full ADS view NASA/ADS Third Hankel determinant …

A typical quandary in geometric functions theory is to study a functional composed of
amalgamations of the coefficients of the pristine function. Conventionally, there is a …

Let φ φ be an analytic function with the positive real parts, φ (0)= 1 φ (0)= 1 and φ^ ′ (0)> 0
φ′(0)> 0. Let f (z)= z+ a_2 z^ 2+ a_3 z^ 3+ ⋯ f (z)= z+ a 2 z 2+ a 3 z 3+⋯ be an analytic …

L. Jena and T. Panigrahi abstract: In this paper, the authors introduce a generalized
Sakaguchi type spiral-like function class S (λ, β, s, t) and obtain sharp upper bound to the …

The objective of this paper is to obtain an upper bound for the second Hankel functional
associated with the k-th root transform [f (zk)] 1 k of normalized analytic function f (z) defined …

In this paper we have discussed about second Hankel determinant of Ma-Minda starlike bi-
univalent and Ma-Minda convex bi-univalent functions in the open unit disc Δ subordinate to …