Abstract :
In this paper CEP functions are applied to realize nonlinearly separable switching functions. It is proved that the introduction of these functions may realize all the 22nswitching functions of n binary variables. A model of a nonlinear threshold component is proposed to realize the switching functions.
Keywords :
CEP function generating circuit, complementary even parity functions (CEP functions), internal threshold and internal weights or coefficients, linear separability, linear threshold component, linearly separable switching functions, nonlinear separability, nonlinear threshold component, nonlinearly separable switching functions, threshold switching functions.; Councils; Physics; Sufficient conditions; Switching circuits; CEP function generating circuit, complementary even parity functions (CEP functions), internal threshold and internal weights or coefficients, linear separability, linear threshold component, linearly separable switching functions, nonlinear separability, nonlinear threshold component, nonlinearly separable switching functions, threshold switching functions.;
