Department of Mathematics, University of Qom, P.O. Box 37185-3766, Qom, Iran.
Abstract
This paper presents a proof of Stirling's formula using Haar wavelets and some properties of Hilbert space, such as Parseval's identity. The present paper shows a connection between Haar wavelets and certain sequences.
Ahmadinia, M. & Naderi Yeganeh, H. (2015). A Haar wavelets approach to Stirling's formula. Bulletin of the Iranian Mathematical Society, 41(Issue 7 (Special Issue)), 99-106.
MLA
Ahmadinia, M., & Naderi Yeganeh, H. "A Haar wavelets approach to Stirling's formula", Bulletin of the Iranian Mathematical Society, 41, Issue 7 (Special Issue), 2015, 99-106.
HARVARD
Ahmadinia M., Naderi Yeganeh H. (2015). 'A Haar wavelets approach to Stirling's formula', Bulletin of the Iranian Mathematical Society, 41(Issue 7 (Special Issue)), pp. 99-106.
CHICAGO
M. Ahmadinia & H. Naderi Yeganeh, "A Haar wavelets approach to Stirling's formula," Bulletin of the Iranian Mathematical Society, 41 Issue 7 (Special Issue) (2015): 99-106,
VANCOUVER
Ahmadinia M., Naderi Yeganeh H. A Haar wavelets approach to Stirling's formula. BIMS. 2015;41(Issue 7 (Special Issue)):99-106.
