International Journal of Engineering, Science and Mathematics
  • Year: 2023
  • Volume: 12
  • Issue: 1

Review of the Exponential-Integral and Associated Special Function

  • Author:
  • Sumit Geahlan
  • Total Page Count: 11
  • Page Number: 100 to 110

Asstt professor of Mathematics, IB College, Panipat

Online Published on 28 September, 2023.

Abstract

Used in generic q-exponentials to generalize full and unfinished gamma functions. We extend Special functions in probability, statistics and combinatorial terms are very important, and derive certain features. It may be derived from the generalized gamma feature approaching the usual gamma feature with certain q values such as q=q0.9 with a large value of q suffer from volatility.

Keywords

Exponential integral, q-Exponential Function, Special Function, Gamma Function, Ei Function