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Homeomorphic piecewise-linear resistive networks (1988)

Abstract
Homeomorphism of matrix equations of the form f(x)=g(x)+Hx=y, where g is nondiagonal, is studied. It is shown that contrary to common belief, from a practical point of view, the condition that the Jacobian determinant is nonzero and has the same sign in all the regions is a necessary as well as a sufficient condition

Publication details
Download http://hdl.handle.net/2074/1597
Repository EPrints@IIT Delhi (India)
Keywords homeomorphism, matrix equations, nondiagonal, nonzero
Type Article
Language Englisch