Sharp bounds are obtained for the second and third Hankel determinants of the starlike MA-Minda class S*(φ) defined by subordination to the quadratic 1 + z + (m/n)z² with 2m ≤ n.
Title resolution pending
3 Pith papers cite this work. Polarity classification is still indexing.
fields
math.CV 3years
2026 3verdicts
UNVERDICTED 3representative citing papers
Sharp second and third Hankel determinants are obtained for functions in the class C(φ) of convex univalent functions defined by subordination to a quadratic function, with extremal functions identified.
Sharp second and third Hankel determinants are obtained for the class C(φ) where φ(z) = (1 + z/2)^2.
citing papers explorer
-
The second and third Hankel determinants for starlike MA--Minda subclass associated to quadratic polynomials
Sharp bounds are obtained for the second and third Hankel determinants of the starlike MA-Minda class S*(φ) defined by subordination to the quadratic 1 + z + (m/n)z² with 2m ≤ n.
-
Sharp Estimates of Hankel Determinants for certain classes of convex univalent functions
Sharp second and third Hankel determinants are obtained for functions in the class C(φ) of convex univalent functions defined by subordination to a quadratic function, with extremal functions identified.
-
The second and third Hankel determinants for certain convex subclass of functions
Sharp second and third Hankel determinants are obtained for the class C(φ) where φ(z) = (1 + z/2)^2.