14.0%OFF
Download App
| >> | LShop | >> | Book | >> | Reference, Informati... | >> | Encyclopaedias & Ref... | >> | Hestock-kurzweil Int... |
14.0%OFF
Hestock-Kurzweil Integration: Its Relation To Topological Vector Spaces
-
ISBN
:
9789810242077
-
Publisher
:
World Scientific Publishing Company
-
Subject
:
Encyclopaedias & Reference Works
-
Binding
:
Hardcover
-
Year
:
2000
₹
9639.0
14.0% OFF
₹
8289.0
8289.0
Buy Now
Shipping charges are applicable for books below Rs. 101.0
View Details(Imported Edition) Estimated Shipping Time : 20-23 Business Days
View Details
-
Description
Henstock-Kurzweil (HK) integration, which is based on integral sums, can be obtained by an inconspicuous change in the definition of Riemann integration. It is an extension of Lebesgue integration and there exists an HK-integrable function f such that its absolute value [f] is not HK-integrable. In this text HK integration is treated only on compact one-dimensional intervals. The concept of convergent sequences is transferred to the set P of primitives of HK-integrable functions; these convergent sequences of functions from P are called E-convergent. The main results are: there exists a topology U on P such that (1) (P,U) is a topological vector space, (2) (P,U) is complete, and (3) every E-convergent sequence is convergent in (P,U). On the other hand, there is no topology U fulfilling (2),(3) and (P,U) being a locally convex space.
Related Items
-
of
-
OFFER
Integration Between the Lebesgue Integral and the Henstock-Kurzweil Integral: Its Relation to Local Convex Vector Spaces
Jaroslav Kurzweil
Starts At
7115.0
8274.0
14% OFF
-
OFFER
The European Union and its Order: The Legal Theory of European Integration
Bankowski
Starts At
5611.0
6525.0
14% OFF
-
OFFER
Operating Systems : Concepts & Design,Milenkovic,Milenkovic
Milenkovic M
Starts At
828.0
1010.0
18% OFF
