首页 > 《应用地球物理：英文版》 > 2013年2期 > Estimating primaries by sparse inversion of the 3 Curvelet transform and the L1-norm constraint

Estimating primaries by sparse inversion of the 3 Curvelet transform and the L1-norm constraint

打印

在线阅读下载PDF 导出详情

摘要未填写

DOI pj0xr11vjy/1244775

作者 Feng Fei Wang De-Li Zhu Heng Cheng Hao

机构地区不详

出处《应用地球物理：英文版》 2013年2期

关键词稀疏约束范数约束波变换反演初选估算

分类 [天文地球][地球物理学]

出版日期 2013年02月12日（中国Betway体育网页登陆平台首次上网日期，不代表论文的发表时间）

相关文献

1Xiuqin Tian;Zhengshan Dong;Wenxing Zhu.EQUIVALENCE BETWEEN NONNEGATIVE SOLUTIONS TO PARTIAL SPARSE AND WEIGHTED l1-NORM MINIMIZATIONS.基础数学,2016-04.
2叶懋冬.ON THE LORENTZ CONJECTURES UNDER THE L1-NORM.基础数学,1990-03.
3M. Reimer.ZONAL SPHERICAL POLYNOMIALS WITH MINIMAL L1-NORM.基础数学,1995-03.
4Liu-genXue;Li-xingZhu.L1-Norm Estimation and Random Weighting Method in a Semiparametric Model.基础数学,2005-02.
5Pang Tinghua;Lu Wenkai;Ma Yongjun.Adaptive multiple subtraction using a constrained L1-norm method with lateral continuity.地球物理学,2009-03.
6Chen Guo-Xin Chen Sheng-Chang Wang Han-Chuang Zhang Bo.Geophysical data sparse reconstruction based on L0-norm minimization.地球物理学,2013-02.
7Andrey Pavlov V..The New Inversion of Laplace Transform.基础数学,2014-03.
8宋维琪;孙山.Magnetotelluric data inversion with seismic data constraint.地震学,2005-06.
9M. Iqbal (1).SPLINE REGULARIZATION OF NUMERICAL INVERSION OF MELLIN TRANSFORM.基础数学,2000-01.
10Chunping Zhang;Baohuai Sheng;Zhixiang Chen.APPLICATIONS OF THE BERNSTEIN-DURRMEYER OPERATORS IN ESTIMATING THE NORM OF MERCER KERNEL MATRICES.基础数学,2008-01.

来源期刊

应用地球物理：英文版

相关推荐

同分类资源更多

相关关键词

稀疏约束范数约束波变换反演初选估算

返回顶部