Yao Yue

发表

Using Krylov‐Padé model order reduction for accelerating design optimization of structures and vibrations in the frequency domain

K. Meerbergen, Yao Yue, 2012 .

Accelerating Optimization of Parametric Linear Systems by Model Order Reduction

Karl Meerbergen, Yao Yue, K. Meerbergen, 2013, SIAM J. Optim..

Parametric model order reduction of damped mechanical systems via the block Arnoldi process

Karl Meerbergen, Yao Yue, K. Meerbergen, 2013, Appl. Math. Lett..

Reduced-order modelling of parametric systems via interpolation of heterogeneous surrogates

Peter Benner, Lihong Feng, Yao Yue, 2019, Adv. Model. Simul. Eng. Sci..

The Use of Model Order Reduction in Design Optimization Algorithms (Het gebruik van modelreductie in algoritmen voor ontwerpoptimalisatie)

Yao Yue, 2012 .

Model reduction for linear simulated moving bed chromatography systems using Krylov-subspace methods

Peter Benner, Andreas Seidel-Morgenstern, Yao Yue, 2014 .

Using model order reduction for design optimization of structures and vibrations

Karl Meerbergen, Yao Yue, K. Meerbergen, 2010 .

Using Model Order Reduction for the Parameter Optimization of Large Scale Dynamical Systems

K. Meerbergen, Yao Yue, 2010 .

Nanoelectronic COupled problems solutions - nanoCOPS: modelling, multirate, model order reduction, uncertainty quantification, fast fault simulation

M. Günther, P. Benner, H. de Gersem, 2016 .

Parametric modeling and model order reduction for (electro-)thermal analysis of nanoelectronic structures

P. Benner, W. Schoenmaker, Lihong Feng, 2016 .

Application of Krylov-type Parametric Model Order Reduction in Efficient Uncertainty Quantification of Electro-thermal Circuit Models

Peter Benner, Wim Schoenmaker, Peter Meuris, 2015 .

An Adaptive Pole-Matching Method for Interpolating Reduced-Order Models pdf

Peter Benner, Lihong Feng, Yao Yue, 2019, ArXiv.

Interpolation of Reduced-Order Models Based on Modal Analysis

Yao Yue, Yao Yue, Lihong Fengy, 2018, 2018 IEEE MTT-S International Conference on Numerical Electromagnetic and Multiphysics Modeling and Optimization (NEMO).