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TechReport.dvi
mi.eng.cam.ac.uk/reports/svr-ftp/ng_tr529.pdf21 Apr 2006: We may therefore express the imaging process by the Fredholm integral,. ... x, y, z) = δ (xp) δ (z z0).Expressing the Fredholm integral of Equation 1 in terms of xp and yp, we obtaing (x, y, t) =. h (x′ cos θ y′ -
paramStudy_V_(TechR).dvi
mi.eng.cam.ac.uk/reports/svr-ftp/Shin_TR600.pdf4 Aug 2009: 2 Non-blind ultrasound deconvolution. 2.1 Ultrasound image formulation. The A-lines of an ultrasound imaging system can be mathematically modelled as a Fredholm inte-. ... Further to the discrete modelling of the Fredholm integral equation, we introduce -
EM_spd_D4Tech.dvi
mi.eng.cam.ac.uk/reports/svr-ftp/Shin_TR626.pdf4 Aug 2009: The A-lines of an ultrasound imaging system can be mathematically modelled as a Fredholm inte-. -
dualSpd_D2c_TechR.dvi
mi.eng.cam.ac.uk/reports/svr-ftp/Shin_TR637.pdf26 May 2010: A.1 Ultrasound image formation. The A-lines of an ultrasound imaging system can be mathematically modelled as a Fredholm in-.
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