Yamamura Kiyotaka | Faculty Of Engineering Gunma University

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概要

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著作論文

An Efficient and Practical Algorithm for Finding All DC Solutions of Nonlinear Circuits Using GLPK
An Initial Solution Algorithm for Globally Convergent Homotopy Methods(Selected Papers from the 16th Workshop on Circuits and Systems in Karuizawa)
An Efficient Homotopy Method That Can Be Easily Implemented on SPICE(VLSI Design Technology and CAD)
A Katzenelson-Like Algorithm for Solving Nonlinear Resistive Networks
Finding All Solutions of Piecewise-Linear Resistive Circuits Containing Neither Voltage nor Current Controlled Resistors
An Efficient Homotopy Method for Finding DC Operating Points of Nonlinear Circuits(Nonlinear Theory and its Applications)
A Homotopy Method Using a Nonlinear Auxiliary Function for Solving Transistor Circuits(General and Nonlinear Circuits and Systems, Recent Advances in Circuits and Systems-Part 1)
Path Following Circuits : SPICE-Oriented Numerical Methods Where Formulas are Described by Circuits(Selected Papers from the 17th Workshop on Circuits and Systems in Karuizawa)
A SPICE-Oriented Method for Finding DC Operating Points of Nonlinear Circuits Containing Piecewise-Linear Macromodels(Nonlinear Problems)
Finding All Solutions of Transistor Circuits Using the Dual Simplex Method
Finding All Solutions of Piecewise-Linear Resistive Circuits Containing Nonseparable Transistor Models
An Algorithm for Representing Nonseparable Functions by Separable Functions
Finding All DC Operating Points of Piecewise-Linear Circuits Containing Neither Voltage nor Current Controlled Resistors(Nonlinear Problems)
A SPICE-Oriented Nonexistence Test for DC Solutions of Nonlinear Circuits(Nonlinear Problems)
A Modified Spherical Method for Tracing Solution Curves
Finding All Solutions of Piecewise-Linear Resistive Circuits Containing Sophisticated Transistor Models
Piecewise-Linear Analysis of Nonlinear Resistive Networks Containing Gummel-Poon Models or Shichman-Hodges Models
On Quadratic Convergence of the Katzenelson-Like Algorithm for Solving Nonlinear Resistive Networks

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