Definisi Integral Riemann Melalui Pendekatan Barisan Fungsi Tangga

dc.contributor.author	Muslich
dc.contributor.author	Sutrima
dc.contributor.author	Wibowo, Supriyadi
dc.date.accessioned	2016-03-31T07:16:19Z
dc.date.available	2016-03-31T07:16:19Z
dc.date.issued	2016-03-12
dc.identifier.citation	Bartle, R. G. (1994). Introduction to Real Analysis. Second Edition, John Willey & Sons, Singapore. Gordon, R. A. (1994). The Integrals of Lebesgue, Denjoy, Perron, and Henstock. Graduate Studies in Mathematics. Volume 4. American Mathematical Society. Jae Myung Park, Hyung Won Ryu, and Hoe Kyung Lee, (2010). The-�� Integral. Journal of The Chungcheong Mathematical Society. 23(1), 99- 108. Lee Peng Yee. (1989). Lanzhou Lectures on Henstock Integration. Series in Real Analysis Vo.2. World Scientific, Singapore. Lee Peng Yee and Rudolf Vyborny. (2000). Integral: An Easy Approach After Kurzweil And Henstock. University Press, Cambridge. Muslich. (2012). Lemma Henstock pada Integral �� di Ruang Berdimensi-n. Prosiding Konferensi Nasional Matematika XVI. Diselenggarakan oleh FMIPA UNPAD Bandung, ISBN: 978-602-19590-2-2, 18 Juli 2012 (hal. 177-184).	in_ID
dc.identifier.issn	2502-6526
dc.identifier.uri	http://hdl.handle.net/11617/7022
dc.description.abstract		in_ID
dc.language.iso	id	in_ID
dc.publisher	Universitas Muhammadiyah Surakarta	in_ID
dc.subject	fungsi tangga	in_ID
dc.subject	integral Riemann	in_ID
dc.subject	limit barisan fungsi	in_ID
dc.title	Definisi Integral Riemann Melalui Pendekatan Barisan Fungsi Tangga	in_ID
dc.type	Article	in_ID