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Numerical linear algebra / Multivariate statistics / Matrix theory / Data analysis / Principal component analysis / Hankel matrix / Singular value decomposition / Matrix / Low-rank approximation / Algebra / Linear algebra / Mathematics


A low rank based seismic data interpolation via frequencypatches transform and low rank space projection Zhengsheng Yao, Mike Galbraith and Randy Kolesar Schlumberger Summary We propose a new algorithm to improve computa
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Document Date: 2014-04-20 15:59:09


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City

Houston / /

Company

1D / /

Country

United States / /

Facility

University of Alberta / /

IndustryTerm

iterative updating algorithm / convex optimization algorithms / matrix completion algorithm / image processing / image processing case / low rank interpolation algorithm / matrix completion algorithms / seismic data processing applications / interpolation algorithm / low rank algorithm / i.e. energy / energy / i . e .ii . e ..i . e .ei . e ..i . e . i . e .ei . e .ni . e .ei . e .ri . e .gi . e .yi . e . / /

Organization

UCLA / University of Alberta / /

Person

Randy Kolesar Schlumberger / Mike Galbraith / /

ProvinceOrState

Alberta / /

Technology

Geophysics / modified accelerated proximal gradient method Algorithm / modified APG algorithm / matrix completion algorithm / matrix completion algorithms / low rank interpolation algorithm / iterative updating algorithm / SVD algorithms / algorithm Our algorithm / convex optimization algorithms / interpolation algorithm / two matrix completion algorithms / image processing / two algorithms / APG algorithm / low rank algorithm / /

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http /

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