Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Sum-of-Pseudoproduct (SPP) forms are new logic representations and have made it possible to represent Boolean functions with more smaller expression than standard Sum-of-Products (SOP) forms. Our experimental results show that SPP forms require many fer products and literals than SOP and ESOP for practical networks. Moreover,  show that SPP forms are more testable than ESOP forms. Next,  propose EXOR-Sum-of-Pseudoproduct (ESPP) form. This form is an EXOR-AND-EXOR one and enhances the random pattern testability. Experimental results show that ESPP forms are more testable than SPP and ESOP. Furthermore, they have the new possibility of compactness of the networks.  derive an upper bound on the number of pseudo-products to realize an arbitrary n-variable function by ESPP form.
['Ryoji Ishikawa', 'Takamichi Igarashi', 'Takashi Hirayama', 'Kensuke Shimizu']
I am writing a research paper on a idea Pseudocube-based expressions to enhance testability
[{"from": "human", "value": "I am writing a research paper on a idea Pseudocube-based expressions to enhance testability"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Sum-of-Pseudoproduct (SPP) forms are new logic representations and have made it possible to represent Boolean functions with more smaller expression than standard Sum-of-Products (SOP) forms. Our experimental results show that SPP forms require many fer products and literals than SOP and ESOP for practical networks. Moreover,  show that SPP forms are more testable than ESOP forms. Next,  propose EXOR-Sum-of-Pseudoproduct (ESPP) form. This form is an EXOR-AND-EXOR one and enhances the random pattern testability. Experimental results show that ESPP forms are more testable than SPP and ESOP. Furthermore, they have the new possibility of compactness of the networks.  derive an upper bound on the number of pseudo-products to realize an arbitrary n-variable function by ESPP form."}]