The compound synthesis of an arbitrary logic function by a combination of completely monotonic functions or in most cases by threshold functions.

Ibaraki, "A theory of completely monotonic functions and its applications to threshold logic," IEEE Trans. Electronic Computers, vol. EC-17, pp. 214-229 ...

Realization of Arbitrary Logic Functions by Completely Monotonic Functions and Its Applications to Threshold Logic. Shuzo Yajima, Toshihide Ibaraki.

Abstract As an approach to clarifying the basic properties of threshold logic, the completely monotonic function is investigated. Its testing procedure ...

Sep 30, 2019 · Shuzo in [3] used the idea of completely monotonic functions to realize any arbitrary logic functions. The method introduced by Shuzo worked ...

research-article. Realization of Arbitrary Logic Functions by Completely Monotonic Functions and Its Applications to Threshold Logic April 1968 · erratum. On ...

Jan 31, 2024 · Methods for accomplishing the logical analysis of both general threshold gate networks and symmetric threshold gate networks are developed. The.

Realization of Arbitrary Logic Functions by Completely Monotonic Functions and Its Applications to Threshold Logic pp. 338-351. Fault Testing and Diagnosis ...

Realization of arbitrary logic functions by completely monotonic functions and its applications to threshold logic. IEEE Transactions on Computers, C-17 (4) ...

Realization of Arbitrary Logic Functions by Completely Monotonic Functions and Its Applications to T... May 1968 · IEEE Transactions on Computers. Shuzo ...