REGULARIZED D-BAR METHOD FOR THE INVERSE CONDUCTIVITY PROBLEM KIM KNUDSEN, MATTI LASSAS, JENNIFER L. MUELLER, AND SAMULI SILTANEN Abstract. A strategy for regularizing the inversion procedure for the twodimensional D-bar

Source URL: www.siltanen-research.net

INVERSE BOUNDARY VALUE PROBLEM FOR THE STOKES AND THE NAVIER-STOKES EQUATIONS IN THE PLANE arXiv:1402.2615v1 [math.AP] 11 FebRU-YU LAI, GUNTHER UHLMANN, AND JENN-NAN WANG

Source URL: www.math.washington.edu

´ CALDERON INVERSE PROBLEM WITH PARTIAL DATA ON RIEMANN SURFACES COLIN GUILLARMOU AND LEO TZOU Abstract. On a fixed smooth compact Riemann surface with boundary (M0 , g), we show

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Archive of Colloquia AbstractsDepartment of Mathematics University of Notre Dame The Nash problem on families of arcs

Source URL: math.nd.edu

• Number theory
• Analytic number theory
• Bernhard Riemann
• Conjectures
• Scattering theory
• P-adic L-function
• Riemann zeta function
• Inverse scattering problem
• L-function
• Bernoulli number
• Partial differential equation
• Tensor

UNIQUENESS IN AN INVERSE BOUNDARY PROBLEM FOR ¨ A MAGNETIC SCHRODINGER OPERATOR WITH A BOUNDED MAGNETIC POTENTIAL KATSIARYNA KRUPCHYK AND GUNTHER UHLMANN

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Remote Sensing of Environment – 15 www.elsevier.com/locate/rse Retrieval of canopy biophysical variables from bidirectional reflectance Using prior information to solve the ill-posed inverse problem B. Comb

Source URL: sites.bu.edu

• Statistics
• Remote sensing
• Probability
• Statistical theory
• Agronomy
• Leaf area index
• Regression analysis
• FAPAR
• Inverse problem
• Dependent and independent variables
• Normal distribution

Numerical recovery of the density by the boundary control (BC) method Leonid Pestov October 19, 2009 Abstract We present a numerical algorithm for solving the inverse problem for the wave

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Theorem Lemma Inverse scattering and Calder´on’s problem. Tools: a priori estimates Alberto Ruiz (UAM) An old fashion course. Luminy April 2015

Source URL: iecl.univ-lorraine.fr

5. A step beyond linearization: velocity analysis 1 Partially linearized seismic inverse problem (“velocity analysis”): given observed seismic data S obs, find smooth velocity v ∈ E(X), X ⊂ R3 oscillatory refle

Source URL: trip.rice.edu

arXiv:1403.1766v1 [math.AP] 7 MarContemporary Mathematics The point source inverse back-scattering problem Rakesh and Gunther Uhlmann

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