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From the 5 of 14 linked papers with an AI index.

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14 papers

math.CV2026

Sharp Bounds for Higher-Order Schippers Functionals Associated with Lune and Bean Domains

Firdoshi Parveen, Pradip Das

We obtain sharp bounds for the third- and fourth-order Schippers functionals, and , for subclasses of univalent functions associated with non-classical g…

math.CV2026

Sharp Hankel and Hermitian--Toeplitz Determinants Involving Logarithmic and Inverse Logarithmic Coefficients for the class \(\mathcal{S}_{car}^*\)

Nabadwip Sarkar, Pradip Das

This paper focuses on coefficient problems for the class of starlike functions related to a cardioid region. We derive sharp bounds for the Hankel determinants of logarithmic coeff…

math.CV2026

Second Hankel Determinant for -Spirallike Convex Mappings in Complex Banach Spaces

Molla Basir Ahamed, Nabadwip Sarkar, Pradip Das

We establish the bound for the second-order Hankel determinant associated with the class of normalized -spirallike…

math.CV2026

Bohr-type inequalities with Fréchet derivative and Area terms in Complex Banach spaces

Nabadwip Sarkar, Pradip Das

We establish new Bohr-type inequalities for holomorphic mappings from the unit ball of a complex Banach space into the closed unit disk. Using Fréchet derivatives, Schwarz mapping…

math.CV2026

Higher-Order Schippers-Schwarzian Derivatives for Non-Circular Starlike Functions

Pradip Das, Paweł Zaprawa, Nabadwip Sarkar

The paper determines exact upper bounds for the third and fourth higher-order Schippers‑Schwarzian derivatives at the origin for several subclasses of univalent and starlike functi…

math.CV2026

Coefficient Problems and Sharp Determinant Estimates for the Class

Pradip Das, Nabadwip Sarkar

The paper derives sharp bounds for logarithmic and inverse logarithmic coefficients, as well as second-order Hankel and Hermitian‑Toeplitz determinants, for a subclass of normalize…