the purpos present paper introduc general discret probabl distribut obtain some result regard moment mean varianc moment generat function distribut further show specif valu reduc various wellknown distribut final give beauti applic distribut certain analyt unival function

Saurabh Porwal

Generalized Distribution and Its Geometric Properties Associated with Univalent Functions

the fermidiractyp boseeinsteintyp integr can transform two converg realconvolut integr the transform simplifi integr process may ultim produc complet analyt solut without recours ani mathemat approxim the realconvolut integr can either direct integr transform laplac transform invers integr which case full power contour integr becom avail which method employ depend upon complex realconvolut integr number exampl introduc which illustr efficaci analyt approach

Jerry P. Selvaggi

Jerry A. Selvaggi

The Application of Real Convolution for Analytically Evaluating Fermi-Dirac-Type and Bose-Einstein-Type Integrals

the aim present paper investig sever thirdord differenti subordin differenti superordin properti sandwichtyp theorem integr oper involv hurwitz lerch zeta function make some applic oper meromorph function

Xiao-Yuan Wang

Lei Shi

Zhi-Ren Wang

Certain Integral Operator Related to the Hurwitz&#x2013;Lerch Zeta Function

revisit necessari suffici condit linear high order converg fix point newton method complex plane schröder process first second kind revisit extend exampl numer experi includ

François Dubeau

Calvin Gnang

Fixed Point and Newton&#x2019;s Methods in the Complex Plane

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Table of Contents

Table of Contents: 2018

Generalized Distribution and Its Geometric Properties Associated with Univalent Functions

The Application of Real Convolution for Analytically Evaluating Fermi-Dirac-Type and Bose-Einstein-Type Integrals

Certain Integral Operator Related to the Hurwitz–Lerch Zeta Function

Fixed Point and Newton’s Methods in the Complex Plane