A learning technique for a general purpose optimizer
- 作者N.A. Sigrimis; K.G. Arvanitis; R.S. Gates
- 卷第26卷
- 期第2期
- 印刷ISSN0168-1699
- 文件大小712.48KB
- 发表时间2000
- DOI10.1016/s0168-1699(99)00079-4
- 页码83-103
Projection-Based Finite Elements for Nonlinear Function SpacesGrohs, Philipp; Hardering, Hanne; Sander, Oliver; Sprecher, Markus · SIAM Journal on Numerical Analysis · 2019
Optimal A Priori Discretization Error Bounds for Geodesic Finite ElementsGrohs, Philipp; Hardering, Hanne; Sander, Oliver · Foundations of Computational Mathematics · 2015
(L^{infty })estimation of tensor truncationsHackbusch, Wolfgang · Numerische Mathematik · 2013
Reorthogonalized block classical Gram–SchmidtBarlow, Jesse L.; Smoktunowicz, Alicja · Numerische Mathematik · 2013
Numerical Ricci–DeTurck flowFritz, Hans · Numerische Mathematik · 2015
Euler–Maclaurin and Gregory interpolantsJaved, Mohsin; Trefethen, Lloyd N. · Numerische Mathematik · 2016
Spectral variational integratorsHall, James; Leok, Melvin · Numerische Mathematik · 2015
Adaptive discontinuous Galerkin methods on surfacesDedner, Andreas; Madhavan, Pravin · Numerische Mathematik · 2016
A constraint on extensible quadrature rulesOwen, Art B. · Numerische Mathematik · 2016
Polynomials and lemniscates of indefinitenessHuhtanen, Marko; Nevanlinna, Olavi · Numerische Mathematik · 2016