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Mathematics / Preconditioner / Cholesky decomposition / Matrix / Sparse matrix / Conjugate gradient method / Lis / QR decomposition / Multigrid method / Algebra / Linear algebra / Numerical linear algebra


1 Evaluation and FPGA Implementation of Sparse Linear Solvers for Video Processing Applications Pierre Greisen, Marian Runo, Patrice Guillet, Simon Heinzle, Aljoscha Smolic, Hubert Kaeslin, Markus Gross
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Document Date: 2015-04-09 01:13:54


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File Size: 1,51 MB

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Company

Cdi / Intel / /

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IndustryTerm

high energy efficiency / video applications / off-chip / stereo 3D production tools / video processing applications / energy expressions / image processing / sparse linear systems / software implementations / visual computing problems / approximate solution / least-squares solution / hybrid solution / real-time video applications / real-time video processing / scalar products / mobile devices / image processing algorithms / solver hardware / stereo applications / video processing / image-based graphics applications / quadratic energy / video processing boil / computing / scalar product / linear systems / on-chip / energy minimization problem / solver algorithm / scalar-products / decomposition algorithm / energy / programmable hardware / energy expression / /

Organization

IN V / Society for Industrial Mathematics / /

Person

Patrice Guillet / Forward Subst / Hubert Kaeslin / Ai / Pierre Greisen / Marian Runo / Markus Gross / Simon Heinzle / /

ProgrammingLanguage

MATLAB / C++ / /

RadioStation

9 With / /

Technology

FPGA / visual computing / specific algorithm / solver algorithm / RAM / BiCGSTAB algorithm / streaming video / caching / SRAM / image processing algorithms / image processing / DSP / Cholesky decomposition algorithm / mobile devices / /

URL

http /

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