... of the more central tools is the Fenchel |
conjugate
Duality and Convex Programming Duality and Convex Programming Borwein, Jonathan M.; Luke, D. Russell |
Fenchel ... |
... is a diagonal matrix and Q ∗ is the complex |
conjugate
Large-Scale Inverse Problems in Imaging Large-Scale Inverse Problems in Imaging Chung, Julianne; Knepper, Sarah; Nagy, James G. |
transpose of Q, with Q ∗ Q = I. ... |
... Having determined the sensitivities, the |
conjugate
The Forward and Adjoint Methods of Global Electromagnetic Induction for CHAMP Magnetic Data The Forward and Adjoint Methods of Global Electromagnetic Induction for CHAMP Magnetic Data Martinec, Zdeněk |
gradient inversion is run to infer 1-D and ... |
... a particularly popular one is the method of |
conjugate
Tomography Tomography Herman, Gabor T. |
gradients ... |
... efficient than simple steepest descent or |
conjugate
Strategies in Adjoint Tomography Strategies in Adjoint Tomography Luo, Yang; Modrak, Ryan; Tromp, Jeroen |
gradient algorithms, the nonuniqueness ... |
... the problem and a subsequent solution by a |
conjugate
Supervised Learning by Support Vector Machines Supervised Learning by Support Vector Machines Steidl, Gabriele |
gradient or alternating minimization method ... |
... and positive semi-definite by design, a |
conjugate
Nonlinear Image Registration Nonlinear Image Registration Ruthotto, Lars; Modersitzki, Jan |
gradient (CG) method [44] can be used to ... |
... \end{array}$$ is the Cauchy-type harmonic |
conjugate
Clifford Analysis and Harmonic Polynomials Clifford Analysis and Harmonic Polynomials Gürlebeck, Klaus; Sprößig, Wolfgang |
of the Poisson kernel on the unit sphere. ... |
... therein). It has also been analyzed for |
conjugate
Evaluation of Parameter Choice Methods for Regularization of Ill-Posed Problems in Geomathematics Evaluation of Parameter Choice Methods for Regularization of Ill-Posed Problems in Geomathematics Bauer, Frank; Gutting, Martin; Lukas, Mark A. |
gradient iteration in a continuous ... |
... are three classes of iterative methods, |
conjugate
Mathematics of Electron Tomography Mathematics of Electron Tomography Öktem, O. |
gradient, Maximum-Likelihood Expectation ... |
... function p(r). Numerical Method Based on |
Conjugate
Inverse Resistivity Problems in Computational Geoscience Inverse Resistivity Problems in Computational Geoscience (Hasanoǧlu), AlemdarHasanov; Mukanova, Balgaisha |
Gradient Algorithm Gradient Formulas Thus, ... |
... , and the bar denotes the complex |
conjugate
Imaging in Random Media Imaging in Random Media Borcea, Liliana |
. ... |
... operator is squared (multiplied by its |
conjugate
It’s All About Statistics: Global Gravity Field Modeling from GOCE and Complementary Data It’s All About Statistics: Global Gravity Field Modeling from GOCE and Complementary Data Pail, Roland |
complex), as it is done in the composition ... |
... nonmonotone gradient method, truncated |
conjugate
Quantitative Remote Sensing Inversion in Earth Science: Theory and Numerical Treatment Quantitative Remote Sensing Inversion in Earth Science: Theory and Numerical Treatment Wang, Yanfei |
gradient method with trust region ... |
... ζ and + c. c. means that we add the complex |
conjugate
Convection Structures of Binary Fluid Mixtures in Porous Media Convection Structures of Binary Fluid Mixtures in Porous Media Augustin, Matthias; Umla, Rudolf; Lücke, Manfred |
of the summand immediately before the plus ... |
... )dx_{1}'dx_{2}',$$ where g ∗ is the complex |
conjugate
Correlation Modeling of the Gravity Field in Classical Geodesy Correlation Modeling of the Gravity Field in Classical Geodesy Jekeli, Christopher |
of g (we deal only with real functions but ... |
... }))$$ , e.g., defined by the |
conjugate
Iterative Solution Methods Iterative Solution Methods Burger, Martin; Kaltenbacher, Barbara; Neubauer, Andreas |
gradient method. ... |
... upper star ∗ in (16) denotes the complex |
conjugate
Fast Spherical/Harmonic Spline Modeling Fast Spherical/Harmonic Spline Modeling Gutting, Martin |
. ... |
... $$ . Convergence can be speeded up using |
conjugate
Transmission Tomography in Seismology Transmission Tomography in Seismology Nolet, Guust |
gradients (Fletcher and Reeves 1964). ... |
... ; and * denotes complex |
conjugate
Toroidal-Poloidal Decompositions of Electromagnetic Green’s Functions in Geomagnetic Induction Toroidal-Poloidal Decompositions of Electromagnetic Green’s Functions in Geomagnetic Induction Sun, Jin |
. ... |
... .,$$ where $$\overline{Y }_{l,-m}$$ is the |
conjugate
Satellite-to-Satellite Tracking (Low–Low/High–Low SST) Satellite-to-Satellite Tracking (Low–Low/High–Low SST) Keller, Wolfgang |
complex of Y l, − m , the P l m are the ... |
... a scalar function and bar denotes complex |
conjugate
Mathematical Methods in PET and SPECT Imaging Mathematical Methods in PET and SPECT Imaging S.Fokas, Athanasios; A.Kastis, George |
. ... |
... field lines are compared in the so-called |
conjugate
Analysis of Data from Multi-satellite Geospace Missions Analysis of Data from Multi-satellite Geospace Missions Vogt, Joachim |
studies, and then their correlations ... |
... A standard way is to use preconditioned |
conjugate
Numerical Methods and Applications in Total Variation Image Restoration Numerical Methods and Applications in Total Variation Image Restoration Chan, Raymond; Chan, Tony F.; Yip, Andy |
gradient to solve. ... |