How to Calculate Integrals Involving a Fractional Part Term - Couverture souple

Ju, SuMin; Kim, OkKum; Kim, HyonChol

 
9786205522554: How to Calculate Integrals Involving a Fractional Part Term
Couverture souple
ISBN 10 : 6205522551 ISBN 13 : 9786205522554
Editeur : Scholars' Press, 2023

Synopsis

In this book, we are focused on solving the integration problems, one of the most difficult fields of theory of mathematical analysis and solving problems. People who learn or teach mathematical analysis know that, however the integrability of the integrand is well known, static integral calculations are generally difficult because of the nonexistence or inability of the primary function to calculate. Therefore, finding more effective and practical computing formulas or techniques for calculating definite integrals is an important way to enrich the content of mathematical analysis and solve the various scientific and technological calculations arising in the field of natural science satisfactorily Fractional part integrals are integrals whose inegrand is represented by fractional part. The main subject in this book is just the fractional part integrals, and what we want to mention is the method of calculating the fractional part integration.

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Éditeur
Scholars' Press
Date d'édition
2023
Langue
anglais
ISBN 10 
6205522551
ISBN 13 
9786205522554
Reliure
Broché
Nombre de pages
112
Coordonnées du fabricant
non disponible
Personne responsable
non disponible