you want to process chemical biochemical and physical signals by using a computer you want to use logic and algebra to transform the input I explain the use of multivalued math to process na naaaa structures and molecular structures hello universe this is Sarah mmm acetic I invite you to my not so secret fairy realm I'm a pioneer in the field of distributed AI and knowledge engineering and the creator of sadok's theory and algorithm I define those logical mathematical and methodical structure including quantum computational enano and molecular AI techniques non computing and molecular computing designate computing by using nano structures and molecular structures the intermediate size of the Nano structure is between microscopic and molecular structures nonno computers and molecular computers process chemical biochemical and physical inputs neuromorphic computing consists of three different design levels the top design level is the architecture the intermediate design level is the logic level the bottom design level is the physical level the intermediate design level or logic level processes physical chemical and biochemical inputs it encodes these inputs and creates the intermediate data structure it processes the intermediate data structure by using logic gates intermediate data are related to physical and molecular computing for that reason intermediate data refer to a multivalued form of algebra it's possible to process intermediate data by using the universal set of logic gates a set of logic gates is universal if it's capable of solving any boolean function by generalizing boolean algebra it's possible to develop a multivalued form of algebra you use this multivalued form of algebra to calculate the processing of multilevel signals each signal is multi valued and encodes a large amount of information the intermediate data structure which is also multi valued as the input of multi valued gates and or in not our binary logical operations the multivalued conjunction disjunction and cycling operators are their multivalued counterparts the multi-value ternary logic function is a mapping from a finite set into a finite set the number of possible functions is M – M – n I represent logic functions by using algebraic notations vector notation matrix and notations and graph based notations the multi valued logic operations include a vast variety of gates which are able to perform complex operations in addition you use multi valued algebra to calculate the processes of a parallel hardware configuration nonno computing and molecular computing designate computing by using non our structures and molecular structures nonno computers and molecular computers process chemical biochemical and physical inputs you use a multi valued form of algebra to calculate the processing of multi-level signals

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