In numerical mathematics, the Uzawa iteration is an algorithm for solving saddle point problems. It is named after Hirofumi Uzawa and was originally introduced in the context of concave programming.[1]
^Uzawa, H. (1958). "Iterative methods for concave programming". In Arrow, K. J.; Hurwicz, L.; Uzawa, H. (eds.). Studies in linear and nonlinear programming. Stanford University Press.
numerical mathematics, the Uzawaiteration is an algorithm for solving saddle point problems. It is named after Hirofumi Uzawa and was originally introduced...
reflected in the Uzawa–Lucas model, the Uzawaiteration, the Uzawa condition, and Uzawa's Theorem, among others. In his 1962 paper, Uzawa proved that the...
Incomplete LU factorization — sparse approximation to the LU factorization Uzawaiteration — for saddle node problems Underdetermined and overdetermined systems...
effective preconditioning. Methods commonly used in CFD are the SIMPLE and Uzawa algorithms which exhibit mesh-dependent convergence rates, but recent advances...
Retrieved June 30, 2017. Weitzman, Martin (1967). Toward a theory of iterative economic planning (Ph.D.). MIT. Retrieved May 26, 2018. Hausman, Jerry...
Input–output was novel and inspired large-scale empirical work; in 2010 its iterative method was recognized as an early intellectual precursor to Google's PageRank...
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