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...ar=2006 |isbn=1-4020-3555-1 |edition=2nd |page=92 |chapter=Basic Iterative Methods and Comparison Theorems}}</ref> * [[H-matrix (iterative method)]] ...

...|last=Varga |first=Richard S. |author-link=Richard S. Varga |title=Matrix Iterative Analysis |isbn=978-3-540-66321-8 |ol=5858659M |date=1962}}</ref> ...convenient to use (because of storage requirements) than the point Jacobi iterative matrix, but it is also asymptotically faster when the Jacobi matrix <math>T ...

..."vorst03">{{cite book|author=[[Henk van der Vorst]]|title=Iterative Krylov Methods for Large Linear Systems|chapter=Bi-Conjugate Gradients|year=2003|publisher ...ive-methods-for-linear-systems.html}}</ref><ref>{{cite web|title=Iterative Methods for Solving Linear Systems|author=Jean Gallier|publisher=[[UPenn]]|url=http ...

...-perception-systems?pub_id=910651 "An Overview of Robot-Sensor Calibration Methods for Evaluation of Perception Systems."] 22 March 2012</ref> The covariance ==Methods== ...

...a matrix '''A''' results in a semi-convergent matrix '''T'''. A general [[iterative method]] converges for every initial vector if '''T''' is convergent, and u ==Iterative methods== ...

...ng convergence of a solution while solving [[linear equations]] using an [[iterative method]]. ...his criterion ensures that the equations will be converged by at least one iterative method.<ref name="Patankar1980"/> ...

{{Short description|Class of apportionment methods}} ...rst=M. L. |last2=Young |first2=H. P. |date=1977-12-01 |title=On Huntington Methods of Apportionment |url=https://epubs.siam.org/doi/pdf/10.1137/0133043 |journ ...

The '''conjugate residual method''' is an iterative [[numeric method]] used for solving [[systems of linear equations]]. It's a * [[Yousef Saad]], ''Iterative methods for sparse linear systems'' (2nd ed.), page 194, SIAM. {{ISBN|978-0-89871-5 ...

...eneralization of the [[secant method]]. Like the secant method, it is an [[iterative method]] which requires one evaluation of <math>f</math> in each iteration ...of <math>f</math>, that is, <math>f(\alpha)=0</math>. Sidi's method is an iterative method which generates a [[sequence]] <math>\{ x_i \}</math> of approximati ...

'''Proximal gradient methods''' are a generalized form of projection used to solve non-differentiable [[ ...cent method]] and the [[conjugate gradient method]], but proximal gradient methods can be used instead. ...

The '''MM algorithm''' is an iterative [[optimization]] method which exploits the [[convex function|convexity]] of ...n Ortega and Rheinboldt were performing studies related to [[line search]] methods.<ref>{{cite book ...

...ming.<ref name="UZ58">{{cite book |first=H. |last=Uzawa |chapter=Iterative methods for concave programming |editor1-first=K. J. |editor1-last=Arrow |editor2-f ...h>S</math> is symmetric positive-definite, we can apply standard iterative methods like the [[gradient descent]] ...

...ain and the angular variables that specify the direction of radiation. The methods were developed by [[Subrahmanyan Chandrasekhar]] when he was working on rad ...e ordinates methods for multidimensional radiative transfer. Part I, basic methods", Journal of Quantitative Spectroscopy & Radiative Transfer 69 (2001) 671-7 ...

In mathematics, '''mirror descent''' is an [[Iterative algorithm|iterative]] [[Mathematical optimization|optimization]] [[algorithm]] for finding a [[ [[Category:Optimization algorithms and methods]] ...

The method is [[Iterative method|iterative]]. At each iteration ''t'', we keep a convex region ''G_t'', whic ...each step, we have to compute the center-of-gravity of a polytope. All the methods known so far for this problem require a number of arithmetic operations tha ...

...[matrix (mathematics)|matrix]] as a sum or difference of matrices. Many [[iterative method]]s (for example, for systems of [[differential equation]]s) depend ...f ({{EquationNote|2}}) represents a regular splitting of '''A''', then the iterative method ...

...R. Mersereau, “An experimental study of the effects of noise on a class of iterative deconvolution algorithms,” in Proc. 1979 IEEE Int. Conf. Acoustics, Speech ...th>D^{-1}[\cdot]</math>.<ref name="BOOK" /> A general class of [[iterative methods]] based on the idea of [[Successive approximation ADC|successive approximat ...

...r"/> and it can be now viewed as a special case of many other more general methods.<ref name="Combettes"/> using an iterative method. The algorithm is given by the update ...

...J. on Numerical Analysis 36, 667-695, 1999.</ref> Although fast sweeping methods have existed in control theory, it was first proposed for Eikonal equations ...n.<ref name="chacon_twoscale">A. Chacon and A. Vladimirsky. Fast two-scale methods for Eikonal equations. SIAM J. on Scientific Computing 34/2: A547-A578, 201 ...

...of other usage in following section.--> It is applied with one of several methods. ==Methods== ...