Functional Analysis: A First Course / S. Kumaresan, D. Sukumar

By:

Kumaresan, S

Contributor(s):

Sukumar, D

Material type: Text

TextLanguage: English Publication details: New Delhi : Narosa, c2020.Description: 268p.: illISBN:

9788184877182

Subject(s):

DDC classification:

515.7 KUM

Online resources:

Click here to access online

Contents:

Preface / Normed Linear Spaces / Five Pillars of Functional Analysis / Compact Operators / Dual Spaces and Adjoint Operators / Banach Algebra of Bounded Operators / Spectral Theorem / The Weak and Weak* Topologies / Locally Convex Spaces / Appendix / Bibliography / Index.

Summary: FUNCTIONAL ANALYSIS is a core subject and has numerous applications in other fields of mathematics as well as physical sciences and engineering. This book is written keeping this fact in mind. Along with a friendly but rigourous treatment, the book gives’ applications of the subject to other branches of mathematics. To attend to a larger audience, the analytical arguments are spelled out in detail with perspicacious comments and insightful remarks. Many of the examples and exercises are new at a book of this level and they are included to serve the aims listed above. The book promotes active learning by means of simple questions peppered along the way and teaches mathematics with a global perspective.

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Holdings
Item type	Current library	Collection	Call number	Status	Date due	Barcode
Project book	CUTN Central Library	Non-fiction	515.7 KUM (Browse shelf(Opens below))	Checked out to Renuka Devi V (20019T)	31/01/2024	48867

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Previous	515.7 GEL V2 Generalized functions /	515.7 HAN Functional analysis :	515.7 HIL Functional analysis and semi-groups : Vol. 31 /	515.7 KUM Functional Analysis: A First Course /	515.7 MAC Elementary functional analysis /	515.7 PED Functional analysis in applied mathematics and engineering /	515.7 SAX Beginning Functional Analysis	Next

FUNCTIONAL ANALYSIS is a core subject and has numerous applications in other fields of mathematics as well as physical sciences and engineering. This book is written keeping this fact in mind. Along with a friendly but rigourous treatment, the book gives’ applications of the subject to other branches of mathematics. To attend to a larger audience, the analytical arguments are spelled out in detail with perspicacious comments and insightful remarks. Many of the examples and exercises are new at a book of this level and they are included to serve the aims listed above. The book promotes active learning by means of simple questions peppered along the way and teaches mathematics with a global perspective.

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