Results 231 to 240 of about 77,252 (248)
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2007
As the mainstream MOS technology is scaled into the deep sub-micron regime, development of a truly physical and predictive compact model for circuit simulation that covers geometry, bias, temperature, d.c.. a.c., RF, and noise characteristics becomes a major challenge.
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As the mainstream MOS technology is scaled into the deep sub-micron regime, development of a truly physical and predictive compact model for circuit simulation that covers geometry, bias, temperature, d.c.. a.c., RF, and noise characteristics becomes a major challenge.
openaire +1 more source
Compact modeling of variational waveforms
2007 IEEE/ACM International Conference on Computer-Aided Design, 2007Vladimir Zolotov +4 more
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1993
Linear fractional models emerged in the last chapter as tools for determining the cyclic behavior of composition operators. In this one they figure in the study of compactness. Recall from §5.5 that a necessary (but by no means sufficient) condition for a composition operator to be compact is that its inducing map have a fixed point in U.
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Linear fractional models emerged in the last chapter as tools for determining the cyclic behavior of composition operators. In this one they figure in the study of compactness. Recall from §5.5 that a necessary (but by no means sufficient) condition for a composition operator to be compact is that its inducing map have a fixed point in U.
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Modeling and simulation compact models
IEEE InternationalElectron Devices Meeting, 2005. IEDM Technical Digest., 2006K. Joardar, null Jeong-Taek Kong
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Compact variability modeling to the rescue
IEEE Design & Test of Computers, 2010openaire +1 more source