Relativity Theory and Paraquantum Logic—Part I:The Time and Space in the Paraquantum Logical Model

作     者：Joao Inacio Da Silva Filho 

作者机构：Group of Applied Paraconsistent Logic-Santa Cecilia UniversitySantosBrazil Institute for Advanced Studies of the University of Sao Paulo Cidade UniversitariaSao PauloBrazil 

出 版 物：《Journal of Modern Physics》 (现代物理（英文）)

年 卷 期：2012年第3卷第9期

页      面：957-971页

学科分类：07[理学] 0701[理学-数学] 070101[理学-基础数学] 

主　　题：Paraconsistent Logic Paraquantum Logic Classical Physic Relativity Theory Quantum Mechanics 

摘      要：From fundamental concepts of the Paraconsistent Annotated Logic with annotation of two values (PAL2v), whose main feature is to be capable of treating contradictory information, was created the Paraquantum Logic (PQL). The studies of the PQL are based on propagation of Paraquantum logical states ψ in a representative Lattice of four vertices. Based in interpretations that consider resulting information of measurements in physical systems, are found two Paraquantum factors: the Paraquantum Gamma Factor γPΨ, that has his action in the measurements of Observable Variables in the Physical world and the Paraquantum Factor of quantization hΨ, which has his action in the Paraquantum World represented by the PQL Lattice. Correlation between γPΨ and hΨ produces paraquantum equations for computation of the physical quantities in real physical systems. In this work we present a study of application of the PQL in resolution of phenomena of physical systems that involve concepts of the Relativity Theory. Initially the time t is considered like an Observable Variable and the paraquantum analysis is done with the same conditions assumed in the relativity theory for the study of the time dilatation. After the time considerations, paraquantum equations are involved with the space-time and velocity creating conditions for a relativistic/paraquantum analysis. In the part II of this work a new approaches of the relativistic phenomena in the Paraquantum Logical Model will show the correlation of these effects with the Newtonian universe and with quantum mechanics.