Theory of Differentiation
A Unified Theory of Differentiation Via New Derivate Theorems and New Derivatives
1st Edition
Published on 12. October 1998
Book
Hardback
544 pages
978-0-471-25387-7 (ISBN)
Description
Theory of differentiation includes all aspects of various kinds of derivates and derivatives, and the theory of various Perron and Denjoy-Perron integrals. Derivative theorems covered are theorems on unilateral (or Dini) derivates. Through a cohesive format, outstanding problems are resolved, new ones are presented, and developments in this field, both past and present, are covered.
More details
Series
Language
English
Place of publication
United States
Publishing group
John Wiley & Sons Inc
Target group
College/higher education
Professional and scholarly
Product notice
sewn/stitched
Cloth over boards
Dimensions
Height: 240 mm
Width: 161 mm
Thickness: 34 mm
Weight
982 gr
ISBN-13
978-0-471-25387-7 (9780471253877)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
Schweitzer Classification
Other editions
Additional editions
Krishna M. Garg
Theory of Differentiation
A Unified Theory of Differentiation Via New Derivate Theorems and New Derivatives
Online / Databases
03/2011
Wiley
€289.93
The article will not be published
Person
Krishna M. Garg is the author of Theory of Differentiation: A Unified Theory of Differentiation Via New Derivate Theorems and New Derivatives, published by Wiley.
Content
A UNIFIED THEORY OF UNILATERIAL DERIVATES.
Definitions, Notations, and Preliminary Results.
Some Fundamental Theorems on Unilateral Derivates.
A THEORY OF SOME NEW DERIVATIVES.
Existence of New Derivatives.
Calculus of New Derivatives.
THEORY OF NEW DERIVATIVES (CONTINUED).
Monotonicity and Other Properties in Terms of New Derivatives.
Properties of New Derivatives and New Derivability Sets.
Denjoy and Perron Integrals Corresponding to New Derivatives.
SOME DIRECT APPLICATIONS OF THE THEORY OF NEW DERIVATIVES.
Derivates and Derivability of Symmetric, Quasismooth and Smooth Functions.
Strong Derivates and Strong Derivative.
UNIFIED AXIOMATIC THEORIES OF GENERALIZED DERIVATIVES.
A Unified Theory of Generalized Derivatives.
A Unified Theory of Generalized New Derivatives.
References.
Indexes.
Definitions, Notations, and Preliminary Results.
Some Fundamental Theorems on Unilateral Derivates.
A THEORY OF SOME NEW DERIVATIVES.
Existence of New Derivatives.
Calculus of New Derivatives.
THEORY OF NEW DERIVATIVES (CONTINUED).
Monotonicity and Other Properties in Terms of New Derivatives.
Properties of New Derivatives and New Derivability Sets.
Denjoy and Perron Integrals Corresponding to New Derivatives.
SOME DIRECT APPLICATIONS OF THE THEORY OF NEW DERIVATIVES.
Derivates and Derivability of Symmetric, Quasismooth and Smooth Functions.
Strong Derivates and Strong Derivative.
UNIFIED AXIOMATIC THEORIES OF GENERALIZED DERIVATIVES.
A Unified Theory of Generalized Derivatives.
A Unified Theory of Generalized New Derivatives.
References.
Indexes.