Internal Inverse P-information Intelligent Fusion and its Attribute Disjunctive Character Application
WU Song-l · 2014
Inverse P-sets(packet sets)are a pair of element sets composed of internal inverse P-set珡XF(internal inverse packet set珡XF)and outer inverse P-set珡X珚F(outer inverse packet set珡X珚F),or(珡XF,珡X珚F)is an inverse P-set.Inverse P-set has dynamic characteristic.Using internal P-set,internal inverse P-reasoning(internal inverse packet reasoning),internal inverse P-information intelligent fusion generation,internal inverse P-information intelligent fusion supplemented generation and internal inverse P-information intelligent fusion measurement,internal inverse P-information intelligent fusion theorem,internal inverse P-information intelligent fusion dependent theorem and internal inverse P-information intelligent fusion recovery theorem were proposed.The attribute disjunctive character and attribute disjunctive expansion theorem of internal inverse P-information intelligent fusion,the attribute disjunctive expansion and unknown internal inverse P-information intelligent fusion discovery theorem recovery theorem were put forward.The application of these theory results was presented.Inverse P-sets is a new theorem and method of studying the other dynamic information application.The dynamic information has attribute disjunctive character.