《THEORY OF INTEGRATION》求取 ⇩
| 作者 | 编者 |
|---|---|
| 出版 | BUTTERWORTHS |
| 参考页数 | 168 ✅ 真实服务 非骗流量 ❤️ |
| 出版时间 | 1963（求助前请核对） 目录预览 |
| ISBN号 | 无 — 违规投诉 / 求助条款 |
| PDF编号 | 811996598（学习资料 勿作它用） |
| 求助格式 | 扫描PDF（若分多册发行，每次仅能受理1册） |
1．HISTORICAL INTRODUCTION1
2．THE RIEMANN-COMPLETE INTEGRAL13
3．VARIATIONAL PROPERTIES OF THE INTEGRAL39
4．DIFFERENTIATION74
5．LIMITS UNDER THE INTEGRAL SIGN82
6．DOUBLE INTEGRALS AND FUBINI＇S THEOREM100
7．THE CAUCHY AND DENJOY EXTENSIONS，AND THE INTEGRAL IN AN INFINITE RANGE113
8．CONNECTIONS WITH EARLIER INTEGRALS121
9．LINEAR TOPOLOGICAL SPACES，YOUNG＇S INEQUALITY AND INTEGRATION127
10．INTEGRATION IN STATISTICS148
References162
Index165
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- Introduction to the theory of integration
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- INTEGRATION IN FINITE TERMS LIOUVILLE ‘S THEORY OF ELEMENTARY METHODS
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- THE THEORY OF INTEGRATION
- 1927 CAMBRIDGE AT THE UNIVERSITY PRESS
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- Handbook of integration
- 1992 Jones and Bartlett
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