Geometric properties of convolution: Normalized miller-ross function and l-hypergeometric functions
Author(s): KV Vidyasagar, MV Ramakrishna and A Chandra Mouli
Abstract: This paper explores the geometric properties of convolutions involving the normalized Miller-Ross function and L hypergeometric functions. It investigates critical points, inflection points, symmetry, and limiting behaviors of the convolutions to understand their characteristics.
KV Vidyasagar, MV Ramakrishna, A Chandra Mouli. Geometric properties of convolution: Normalized miller-ross function and l-hypergeometric functions. Int J Stat Appl Math 2024;9(2):137-141. DOI: 10.22271/maths.2024.v9.i2b.1700
