| Titre : |
A text book comprehensive real analysis (for B.A/B.Sc. students) |
| Type de document : |
texte imprimé |
| Auteurs : |
Kulbhushan PARKASH, Auteur |
| Editeur : |
Laxmi publications(p) LTD |
| Année de publication : |
2007 |
| Importance : |
521 p. |
| Format : |
23 cm. |
| ISBN/ISSN/EAN : |
978-81-7008-067-1 |
| Langues : |
Anglais (eng) |
| Catégories : |
MATHÉMATIQUES:Analyse
|
| Index. décimale : |
04-02 Analyse |
| Résumé : |
The Text Of The Book Has Been Prepared With The Following Salient Features:(I) The Language Of The Book Is Simple And Easy To Understand (Ii) Starting With A Brief Introduction, Each Topic Has Been Presented In A Systematic Simple, Lucid And Exhaustive Manner. (Iii) Keeping In View The Nature Of The Subject, A Large Number Of Typical And Important Solved Examples Properly Selected From Various University Question Papers Have Been Provided. Apart From Providing A Large Number Of Solved Examples, Different Type Of Questions In Ample Quantity Without Necessary Repetition, Have Also Been Provided For A Thorough Practice To The Students. Typical And Difficult Questions Have Been Provided With Sufficient Hints.
Sommaire:
PRELIMINAIRES ON SETS AND FUNCTIONS
COUNTABILITY OF SETS AND THE REAL NUMBER SYSTEM
TOPOLOGY OF REAL NUMBERS
SEQUENCES
INFINITE SERIES
LIMIT AND CONTINUITY OF FUNCTIONS
THE DERIVATIVE AND MEAN VALUE THEOREMS
ARBITRARY SERIES AND AND INFINITE PRODUCTS
REIMANN INTEGRATION
IMPROPER INTEGRALS
BETA AND GAMMA FUNCTIONS
DIFFERENTIATION UNDER THE INTEGRAL SIGN
ANSWERS
|
A text book comprehensive real analysis (for B.A/B.Sc. students) [texte imprimé] / Kulbhushan PARKASH, Auteur . - Laxmi publications(p) LTD, 2007 . - 521 p. ; 23 cm. ISBN : 978-81-7008-067-1 Langues : Anglais ( eng)
| Catégories : |
MATHÉMATIQUES:Analyse
|
| Index. décimale : |
04-02 Analyse |
| Résumé : |
The Text Of The Book Has Been Prepared With The Following Salient Features:(I) The Language Of The Book Is Simple And Easy To Understand (Ii) Starting With A Brief Introduction, Each Topic Has Been Presented In A Systematic Simple, Lucid And Exhaustive Manner. (Iii) Keeping In View The Nature Of The Subject, A Large Number Of Typical And Important Solved Examples Properly Selected From Various University Question Papers Have Been Provided. Apart From Providing A Large Number Of Solved Examples, Different Type Of Questions In Ample Quantity Without Necessary Repetition, Have Also Been Provided For A Thorough Practice To The Students. Typical And Difficult Questions Have Been Provided With Sufficient Hints.
Sommaire:
PRELIMINAIRES ON SETS AND FUNCTIONS
COUNTABILITY OF SETS AND THE REAL NUMBER SYSTEM
TOPOLOGY OF REAL NUMBERS
SEQUENCES
INFINITE SERIES
LIMIT AND CONTINUITY OF FUNCTIONS
THE DERIVATIVE AND MEAN VALUE THEOREMS
ARBITRARY SERIES AND AND INFINITE PRODUCTS
REIMANN INTEGRATION
IMPROPER INTEGRALS
BETA AND GAMMA FUNCTIONS
DIFFERENTIATION UNDER THE INTEGRAL SIGN
ANSWERS
|
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