Open AccessOn Symmetric Riemann-Derivatives
Author(s) -
Soumen Kanti Deb,
AUTHOR_ID
Publication year - 2021
Publication title -
indian journal of advanced mathematics
Language(s) - English
Resource type - Journals
ISSN - 2582-8932
DOI - 10.54105/ijam.b1114.101221
Subject(s) - mathematics , property (philosophy) , pure mathematics , interval (graph theory) , riemann hypothesis , order (exchange) , function (biology) , domain (mathematical analysis) , mathematical analysis , point (geometry) , combinatorics , geometry , philosophy , epistemology , finance , evolutionary biology , economics , biology
The basic properties like monotoni city, Darboux property, mean value property of symmetric Riemann-derivatives of order n of a real valued function f at a point x of its domain (a closed interval) is studied. In some cases, function is considered to be continuous or semi-continuous.