INTEGRAL-Z

Khabibah, Siti (2003) INTEGRAL-Z. Undergraduate thesis, FMIPA Undip.

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Abstract

ABSTRACT The concept of Z-integral is related with strong derivative existences. The function F which has strong derivative on [a,b] is denoted by (x). If there is f such that P(x)--1(x) thenf will be Z-integrable on [a, b]. Necessary and sufficient conditions of Z-integrable function, it must be continued ABSTRAK Konsep mengenai integral-Z terkait dengan keberadaan derivatif kuat. Suatu fungsi F yang terderivatif kuat pada [a,bil dinotasikan dengan Plc). Jika dipenuhi suatu fungsi f sedemikian sehingga P(x)---f(x) maka f akan terintegral-Z pada [a, b]. Syarat mutlak suatu fungsi terintegral-Z adalah bahwa fungsi tersebut haruslah kontinu.

Item Type:Thesis (Undergraduate)
Subjects:Q Science > QA Mathematics
Divisions:Faculty of Science and Mathematics > Department of Mathematics
ID Code:32278
Deposited By:Mr UPT Perpus 1
Deposited On:05 Jan 2012 08:49
Last Modified:05 Jan 2012 08:49

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