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Multiplicative Inverse Functional Equations = Theory and Applications /

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Multiplicative Inverse Functional Equations/ by B. V. Senthil Kumar, Hemen Dutta.
Reminder of title:	Theory and Applications /
Author:	Senthil Kumar, B. V.
other author:	Dutta, Hemen.
Description:	XI, 117 p. 6 illus.online resource. :
Contained By:	Springer Nature eBook
Subject:	Control and Systems Theory. -
Online resource:	https://doi.org/10.1007/978-3-030-45355-8
ISBN:	9783030453558

Multiplicative Inverse Functional Equations = Theory and Applications /
Senthil Kumar, B. V.

Multiplicative Inverse Functional EquationsTheory and Applications /[electronic resource] :by B. V. Senthil Kumar, Hemen Dutta. - 1st ed. 2020. - XI, 117 p. 6 illus.online resource. - Studies in Systems, Decision and Control,2892198-4182 ;. - Studies in Systems, Decision and Control,27.

Introduction to Functional equations and Ulam stability theory -- Stability and instability of multiplicative inverse type tredecic and quottuordecic functional equations in non-Archimedean spaces -- Estimation of inexact multiplicative inverse type quindecic and sexdecic functional equations in Felbin’s type fuzzy normed spaces -- Classical approximations of multiplicative inverse type septendecic and octadecic functional equations in quasi-β-normed spaces -- Ulam stabilities of multiplicative inverse type novemdecic and vigintic functional equations in intuitionistic fuzzy normed spaces -- Solution to the Ulam stability problem of multiplicative inverse type unvigintic and duovigintic functional equations in paranormed spaces -- Inexact solution of multiplicative inverse type trevigintic and quottuorvigintic functional equations in matrix normed spaces. .

This book introduces readers to numerous multiplicative inverse functional equations and their stability results in various spaces. This type of functional equation can be of use in solving many physical problems and also has significant relevance in various scientific fields of research and study. In particular, multiplicative inverse functional equations have applications in electric circuit theory, physics, and relations connecting the harmonic mean and arithmetic mean of several values. Providing a wealth of essential insights and new concepts in the field of functional equations, the book is chiefly intended for researchers, graduate schools, graduate students, and educators, and can also used for seminars in analysis covering topics of functional equations. .

ISBN: 9783030453558

Standard No.: 10.1007/978-3-030-45355-8doiSubjects--Topical Terms:

1211358
Control and Systems Theory.

LC Class. No.: TA329-348

Dewey Class. No.: 519

Multiplicative Inverse Functional Equations = Theory and Applications /
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505 0 $a Introduction to Functional equations and Ulam stability theory -- Stability and instability of multiplicative inverse type tredecic and quottuordecic functional equations in non-Archimedean spaces -- Estimation of inexact multiplicative inverse type quindecic and sexdecic functional equations in Felbin’s type fuzzy normed spaces -- Classical approximations of multiplicative inverse type septendecic and octadecic functional equations in quasi-β-normed spaces -- Ulam stabilities of multiplicative inverse type novemdecic and vigintic functional equations in intuitionistic fuzzy normed spaces -- Solution to the Ulam stability problem of multiplicative inverse type unvigintic and duovigintic functional equations in paranormed spaces -- Inexact solution of multiplicative inverse type trevigintic and quottuorvigintic functional equations in matrix normed spaces. .
520 $a This book introduces readers to numerous multiplicative inverse functional equations and their stability results in various spaces. This type of functional equation can be of use in solving many physical problems and also has significant relevance in various scientific fields of research and study. In particular, multiplicative inverse functional equations have applications in electric circuit theory, physics, and relations connecting the harmonic mean and arithmetic mean of several values. Providing a wealth of essential insights and new concepts in the field of functional equations, the book is chiefly intended for researchers, graduate schools, graduate students, and educators, and can also used for seminars in analysis covering topics of functional equations. .
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