| Necessary and sufficient condition for uniqueness of solutions at certain nonlinear resistive networks (1990) | |||||||||||
Abstract | |||||||||||
| It is shown that the Jacobian determinant being nonzero for all values of its variables is both necessary and sufficient for the uniqueness of solutions of a wide class of networks. These networks may contain negative-resistance devices as well as Ebers-Moll transistors. It is shown that the norm coerciveness condition can essentially be taken for granted | |||||||||||
Publication details | |||||||||||
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