Open AccessINTEGRAL DELTA DAN SIFAT-SIFATNYA
Author(s) -
Mozart W. Talakua,
M. S. Noya Van Delsen
Publication year - 2013
Publication title -
barekeng
Language(s) - English
Resource type - Journals
eISSN - 2615-3017
pISSN - 1978-7227
DOI - 10.30598/barekengvol7iss1pp29-30
Subject(s) - riemann integral , delta , line integral , mathematics , exponential integral , daniell integral , riemann hypothesis , dirac delta function , riemann sum , mathematical analysis , pure mathematics , geometric function theory , integral equation , physics , fourier integral operator , astronomy
Delta integral is the development of Riemann integral. The definition of Delta integral can be develop from definition of -partition with construction and constructive definition of Riemann integral. A function f : a,b is said to be Riemann integralable on a,b , then it is also Delta integralable. But partition of Delta integral is refine from Riemann integral. So that the value of Delta integral function f on a,b is better with Riemann integral.