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96篇 您的检索式:作者名="KUNISCH"
    题名 作者 年代 出处 被引量
1ADAPTIVE FINITE ELEMENT APPROXIMATION FOR A CLASS OF PARAMETER ESTIMATION PROBLEMS显示文摘In this paper,we study adaptive finite element discretisation schemes for a class ofparameter estimation problem.We propose to use adaptive multi-meshes in developingefficient algorithms for the estimation problem.We derive equivalent a posteriori errorestimators for both the state and the control approximation,which particularly suit anadaptive multi-mesh finite element scheme.The error estimators are then implementedand tested with promising numerical results.Karl Kunisch Wenbin Liu Yanzhen Chang Ningning Yan Ruo Li 2010Journal of Computational Mathematics2010,28,5:2
2Second-order methods for optimal control of time-dependent fluid flow显示文摘HINZE M KUNISCH K 2001SIAM J Control Optim2001,40,:1
3Total Generalized Variation显示文摘BREDIES K KUNISCH K POCK T 2010SIAM Journal on Imaging Sciences2010,3,3:1
4Restoration of edge-flat-grey scale images 显示文摘Ito K Kunisch K 2000Inverse Problems2000,16,4:1
5Augmented Lagrangian techniques for elliptic state constrained optimal control problems显示文摘Bergounioux M Kunisch K 1997SIAM J Control Optim1997,35,:1
6Measurement Results and Modeling Aspects for the UWB Radio Channel显示文摘Kunisch J Pamp J 2005UWBST(C)IEEE2005,45,6:1
7Regularization of linear least squaresproblems by total bounded variation显示文摘G Chavent K Kunisch 1997ESAIM : Control Opti-mization and Calculus of Variations1997,2,:1
8The role of the mycobacterial DNA-binding protein 1(MDP1) from Mycobacterium bovis BCG in host cell interaction显示文摘Kunisch R Kamal E Lewin A 2012BMC Microbiology2012,12,1:1
9The augmented langrangian method for parameter estimation in elliptic systems 显示文摘ITO K KUNISCH K 1990SIAM J Control Oprim1990,28,:1
10The primal-dual active set strategy as a semismooth Newton method显示文摘Hintermuller M Ito K Kunisch K 2002SIAM Journal on Optimization2002,13,3:1
11A semi-smooth Newton method for control constrained boundary optimal control of the Navier-stokes equations显示文摘DELOS REYES J C KUNISCH K 2005Nonlinear Analysis2005,62,7:1
12A duality-based splitting method for E^I-TV image restoration with automatic regularization parameter choice显示文摘Clason C Jin B Kunisch K 2010SIAM Journal on Scientific Computing2010,32,3:1
13Predominant activation of MAP kinases and pro-destructive/pro-inflammatory features by TNF alpha in early-passage synovial fibroblasts via TNF receptor-1:failure of p38 inhibition to suppress matrix metalloproteinase-1 in rheumatoid arthritis显示文摘KUNISCH E GANDESIRI M FUHRMANN R 0,,08:1
14Accuracy and convergence properties of the finite difference multi-grid solution of an optimal control optimality system显示文摘ALFIO Borzi KARL Kunisch Do Y K 2003SIAM Journal of Control and Optimization2003,41,5:1
15Optimal aposteriori parameter choice for Tikhonov regularization for solving nonlinear ill-posed problems 显示文摘SCHERZER O ENGLH W KUNISCH K 1993Siam Jour- nal on Numerical Analysis1993,30,6:1
16Iterative choices of regularization parameters in linear inverse problems显示文摘Kunisch K Zou J 1998Inverse Problems1998,14,:1
17Moenomycin A: further structural studies and preparation of simple derivatives显示文摘Welzel P Wieffeld B Kunisch F 1983Tetra- hedron1983,39,9:1
18Asymptotic Properties of Receding-horizon Optimal Control Problems显示文摘Ito K Kunisch K 2002Siam J on Cotrol and Optimization2002,40,5:1
19An Infeasible Active Set Method for Quadratic Problems with Simple Bounds显示文摘Kunisch K Rendl F 2003SIAM Journal on Optimization (S1095-7185)2003,14,1:1
20Optimal a Posteriori Parameter Choice for Tikhonov Regularization for Solving Nonlinear Ill posed Problems显示文摘SCHERZER O ENGL H W KUNISCH K 1993SIAM Journal on Numerical Analysis1993,30,6:1
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