- P-ISSN3059-0604
- E-ISSN3059-1309
- KCI
ISSN : 3059-0604
논문 상세
- 2025 (32권)
- 2024 (31권)
- 2023 (30권)
- 2022 (29권)
- 2021 (28권)
- 2020 (27권)
- 2019 (26권)
- 2018 (25권)
- 2017 (24권)
- 2016 (23권)
- 2015 (22권)
- 2014 (21권)
- 2013 (20권)
- 2012 (19권)
- 2011 (18권)
- 2010 (17권)
- 2009 (16권)
- 2008 (15권)
- 2007 (14권)
- 2006 (13권)
- 2005 (12권)
- 2004 (11권)
- 2003 (10권)
- 2002 (9권)
- 2001 (8권)
- 2000 (7권)
- 1999 (6권)
- 1998 (5권)
- 1997 (4권)
- 1996 (3권)
- 1995 (2권)
- 1994 (1권)
NOVEL METHOD FOR CONSTRUCTING NEW WAVELET ANALYSIS
Novel Method for Constructing New Wavelet Analysis
한국수학교육학회지시리즈B:순수및응용수학 / Journal of the Korean Society of Mathematical Education Series B: Theoretical Mathematics and Pedagogical Mathematics, (P)3059-0604; (E)3059-1309
2005, v.12 no.4, pp.237-251
LIN YINGZHEN
(Department of Mathematics, Harbin Institute of Technology)
CUI MINCGEN (Department of Mathematics, Harbin Institute of Technology)
CUI MINCGEN (Department of Mathematics, Harbin Institute of Technology)
LIN YINGZHEN,
&
CUI MINCGEN.
(2005). NOVEL METHOD FOR CONSTRUCTING NEW WAVELET ANALYSIS. , 12(4), 237-251.
Abstract
In this paper, a new wavelet analysis of differential operator spline is generated, and it is of the symmetry and (3 -<TEX>$\epsilon$</TEX> )-order regula.ity (0 < <TEX>$\epsilon$</TEX> < 3). Finally, using this wavelet basis, we expand Lebesgue square integrable functions efficiently and quickly.
- keywords
- differential operator spline, wavelet, multiresolution analysis
- 72다운로드 수
- 159조회수
- 0KCI 피인용수
- 0WOS 피인용수