A Method for Computing Singular Points of Nonlinear Equations Involving Parameters
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概要
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A point (x^^^,B^^^) satisfying a nonlinear equation F(x,B)=0 is called a "singular point if the Jacobian matrix F_x(x,B) of F(x,B) with respect to x is singular at (x^^^,B^^^). We consider singular points of the nonlinear equation and classify them into two cases. For each case, we propose a method for computing singular points with high accuracy.
- 一般社団法人情報処理学会の論文
- 1984-07-31