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The deterministic circuit model for noise influence on the averaged transient responses of large-scale nonlinear ICs analyzed with Ito's stochastic differential equations

机译：用ITO的随机微分方程分析大规模非线性IC平均瞬态响应噪声影响的确定性电路模型

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来源
《International Workshop on Computational Electronics》|2000年||共1页
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作者
Magnus Willander; Yevgeny Mamontov;
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中图分类 TN-53;
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1. The Deterministic Circuit Model for Noise Influenceon the Averaged Transient Responses of Large-scaleNonlinear ICs Analyzed with It?'s StochasticDifferential Equations [J] . MagnusWillander, YevgenyMamontov, JonathanVincent VLSI Design . 2001,第1a4期

机译：噪声对大型非线性IC平均瞬态响应影响的确定性电路模型及其随机微分方程分析
2. Numerical solution of stochastic differential-algebraic equations with applications to transient noise simulation of microelectronic circuits [J] . O. Schein, G. Denk Journal of Computational and Applied Mathematics . 1998,第1期

机译：随机微分-代数方程的数值解及其在微电子电路瞬态噪声仿真中的应用
3. An Analytical-numerical Method For Fast Evaluation Of Probability Densities For Transient Solutions Of Nonlinear Ito's Stochastic Differential Equations [J] . E. Mamontov, A. Naess International Journal of Engineering Science . 2009,第1期

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4. The deterministic circuit model for noise influence on the averaged transient responses of large-scale nonlinear ICs analyzed with Ito's stochastic differential equations [C] . Magnus Willander, Yevgeny Mamontov International Workshop on Computational Electronics . 2000

机译：用ITO的随机微分方程分析大规模非线性IC平均瞬态响应噪声影响的确定性电路模型
5. Multiscale Model Reduction Methods for Deterministic and Stochastic Partial Differential Equations. [D] . Ci, Maolin. 2014

机译：确定性和随机偏微分方程的多尺度模型归约方法。
6. Stochastic partial differential fluid equations as a diffusive limit of deterministic Lagrangian multi-time dynamics [O] . C. J. Cotter, G. A. Gottwald, D. D. Holm -1

机译：随机偏微分流体方程作为确定性拉格朗日多重动力学的扩散极限
7. Numerical solution of stochastic differential-algebraic equations with applications to transient noise simulation of microelectronic circuits [O] . Schein O, Denk G 1998

机译：随机微分-代数方程的数值解及其在微电子电路瞬态噪声仿真中的应用

The deterministic circuit model for noise influence on the averaged transient responses of large-scale nonlinear ICs analyzed with Ito's stochastic differential equations

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