Travelled to:1 × Germany
3 × France
5 × USA
Collaborated with:V.Balakrishnan Q.Chen Y.Wang G.K.H.Pang ∅ Y.Zhang H.Liu C.Koh J.Deng K.Batselier Z.Zhang X.Hu C.Cheng C.Lei Q.Wang N.Fong Y.Xu W.Yu L.Jiang
Talks about:model (5) reduct (3) effici (3) balanc (3) structur (2) truncat (2) circuit (2) system (2) scheme (2) matrix (2)
Person: Ngai Wong
DBLP: Wong:Ngai
Contributed to:
20142012
2012201120102009200720062004Wrote 10 papers:
- DAC-2014-DengBZW #performance
- An Efficient Two-level DC Operating Points Finder for Transistor Circuits (JD, KB, YZ, NW), p. 6.
- DAC-2012-ZhangLWFW #higher-order #performance #reduction
- Fast nonlinear model order reduction via associated transforms of high-order volterra transfer functions (YZ, HL, QW, NF, NW), pp. 289–294.
- DATE-2012-WangLPW #algorithm #difference #linear #simulation
- An operational matrix-based algorithm for simulating linear and fractional differential circuits (YW, HL, GKHP, NW), pp. 1463–1466.
- DATE-2012-XuYCJW #3d #performance
- Efficient variation-aware EM-semiconductor coupled solver for the TSV structures in 3D IC (YX, WY, QC, LJ, NW), pp. 1409–1412.
- DATE-2011-ZhangHCW #grid #network #power management #reduction
- A block-diagonal structured model reduction scheme for power grid networks (ZZ, XH, CKC, NW), pp. 44–49.
- DAC-2010-WangLPW #modelling #multi #named
- MFTI: matrix-format tangential interpolation for modeling multi-port systems (YW, CUL, GKHP, NW), pp. 683–686.
- DATE-2009-ChenW #3d #modelling #simulation
- New simulation methodology of 3D surface roughness loss for interconnects modeling (QC, NW), pp. 1184–1189.
- DATE-2007-Wong #equation #performance #symmetry #using
- Fast positive-real balanced truncation of symmetric systems using cross Riccati equations (NW), pp. 1496–1501.
- DAC-2006-WongB #multi #performance #polynomial
- Multi-shift quadratic alternating direction implicit iteration for high-speed positive-real balanced truncation (NW, VB), pp. 257–260.
- DAC-2004-WongBK #performance #reduction
- Passivity-preserving model reduction via a computationally efficient project-and-balance scheme (NW, VB, CKK), pp. 369–374.