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Hielscher Ultrasonics differential (gradient-based optimization)
Differential (Gradient Based Optimization), supplied by Hielscher Ultrasonics, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/differential+gradient-based+optimization/differential++gradient+based+optimization+/pmc01507982-246-263-243
Average 90 stars, based on 1 article reviews
differential (gradient-based optimization) - by Bioz Stars, 2026-11
90/100 stars

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Related Articles

In Vivo:

Article Title: Developments Toward Diagnostic Breast Cancer Imaging Using Near-Infrared Optical Measurements and Fluorescent Contrast Agents
Article Snippet: .. 2D or 3D Forward method Measurement mode Cubeddu et al. [ 35 ] Localization Phantom Yes 3D None TDPM Boas et al. [ 36 ] Localization Simulated No 3D None FDPM Fantini et al. [ 34 ] Localization In vivo Yes 3D None TDPM Grosenick et al. [ 5 ] Localization In vivo Yes 3D None TDPM Graber et al. [ 42 ] Backprojection Phantom Yes 2D Monte Carlo CW Walker et al. [ 43 ] Backprojection Phantom Yes 2D None FDPM Colak et al. [ 40 ] Backprojection Phantom Yes 2D, 3D FD CW Matson and Liu [ 39 ] Backprojection Simulated Yes 3D MFD FDPM Colak et al. [ 64 ] Backprojection In vivo Yes 3D Analytic CW Gonatas et al. [ 47 ] Integral (non-iterative) Phantom Yes 3D Analytic CW/TDPM O'Leary et al. [ 46 ] Integral (non-iterative) Simulated Yes 3D NS FDPM Yao et al. [ 25 ] Integral (BIM) Simulated Yes 2D MFD FDPM Ye et al. [ 51 ] Integral (DBIM) Simulated Yes 2D FD FDPM Cheng and Boas [ 48 ] Integral (Born) Phantom Yes pseudo-3D NS CW Pogue et al. [ 27 ] Differential (Newton-Raphson) Phantom/simulated Yes 3D F/2D I MFD FDPM Pogue et al. [ 138 ] Differential (Newton-Raphson) Simulated No 3D F/2D I MFD FDPM Jiang et al. [ 139 ] Differential (Newton-Raphson) Phantom/simulated Yes 2D FEM FDPM Schweiger and Arridge [ 140 ] Differential (Conjugate Gradient) Simulated No 2D, 3D FEM TDPM Hielscher et al. [ 54 ] Differential (Gradient-based Optimization) Simulated Yes 3D FD TDPM Arridge et al. [ 60 ] Differential (Gradient-based Optimization) Phantom/simulated Yes 3D FEW TDPM Schmidt et al. [ 59 ] Differential (Conjugate Gradient) Phantom Yes 2D FEM TDPM Gao et al. [ 141 ] Differential (Newton-Raphson) Simulated No 2D FEM FDPM Pogue et al. [ 53 ] Differential (Newton-Raphson) Phantom/simulated Yes 2D FEM FDPM McBride et al. [ 70 ] Differential (Newton-Raphson) In vivo /simulated Yes 2D FEM FDPM Open in a separate window FD , finite difference; MFD , multigrid finite difference; FEM , finite element method; NS , not specified; F , forward problem; I , inverse problem. ..

other:

Article Title: Developments Toward Diagnostic Breast Cancer Imaging Using Near-Infrared Optical Measurements and Fluorescent Contrast Agents
Article Snippet: Hielscher et al. [ 54 ] , Differential (Gradient-based Optimization) , Simulated , Yes , 3D , FD , TDPM.



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