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	题名	作者	年代	出处	被引量
1	Orthonormal basis of compactly supported wavelets显示文摘	DAUBECHIES 1	2003	Comm in Pure and Applied Math2003，41，7：	1
2	Orthonormal basea of compactly supported wavelets 显示文摘	DAUBECHIES I	1998	Comm Pure Apply Math1998，41，：	1
3	For most large underdetermined systems of equations,the minimal l1-norm near-solution approximates the sparsest near-solution显示文摘	DONOHO D L	2006	Comm Pure and Applied Math2006，59，7：	1
4	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I	2003	Comm in Pure and Applied Math2003，41，7：	1
5	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I	1990	Comm in Pure and Applied Math1990，41，7：	1
6	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I	1988	Comm on Pure and Applied Math1988，41，7：	1
7	Differential equation on Rimannian manifold and their geometric application显示文摘	CHENG S Y YAU S T	1975	Comm Pure Apply Math1975，28，：	1
8	On the 'piano movers' problem-I:The case of a two-dimensional rigid polygonal body moving amidst polygonal barriers 显示文摘	Schwartz J T Sharir M	1983	Comm Pure Applied Math1983，36，：	1
9	Biorthogonal Bases of Compactly Support ed Wavelets显示文摘	I Daubechies J C Feauveau	1992	Comm Pure and Applied Math1992，45，：	1
10	Biorthogonal Bases of Compactly Supported Wavelet 显示文摘	A Cohen I Daubechies J C Feauveau	1992	Comm Pure and Applied Math1992，45，：	1
11	Biorthogonal bases compactly supported Wavelets显示文摘	A Cohen I Daubechies J C Feauveau	1992	Comm On Pure and Applied Math1992，45，：	1
12	V Fast wavelet transforms and numerical algorithms I显示文摘	Beylkin G Coifman R Rokhlin	1991	Comm on Pure and Applied Math1991，，：	1
13	On the 'piano movers' problem-IV:Various decomposable two-dimensional motion planning problems 显示文摘	Sharir M Ariel-Sheffi E	1984	Comm Pure Applied Math1984，37，：	1
14	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I	1988	Comm on Pure and Applied Math1988，41，7：	1
15	Orthonormal basis of compactly supported wavelets显示文摘	Daubenchies I	1988	Comm Pure Applied Mathe1988，41，11：	1
16	Orthnormal bases of compactly supported wavelets显示文摘		1998	Comm on Pure and Applied Math1998，41，3：	1
17	For most large underdetermined systems of linearequations the minimal -norm solution is also the sparsest solution显示文摘	DONOHO D	2006	Comm on Pure and Applied Math2006，59，6：	1
18	On the 'piano movers' problem-V:The case of a rod moving in three-dimensional space amidst polyhedral obstacles 显示文摘	Schwartz J T Sharir M	1984	Comm Pure Applied Math1984，37，：	1
19	Orthonormal bases of compactly supported wavelets显示文摘	Daubechies I	1990	Comm in Pure and Applied Math1990，41，7：	1
20	Orthonormal bases of compactly supported wavelets显示文摘	Daubenchies I	1988	Comm in Pure Applied Math1988，41，99：	1

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