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Chapter VI
Logico-Spatio-Temporal Space*
This is the Chapter that I read in Berlin (July 1992) and contains some thoughts of space-time regarding physical events in an empirical stand point with my Hetero-Logical angle. This is done after considering the earlier chapters containing similar thoughts of the Jainas ancient school and empirical modern view-points.
Actually the Hetero-Logical should be accompanied by two divisions (a) probability dealing with the physical sciences (b) possibility dealing with the Social Sciences. However in respect of the embroyonic stage in my Heterologic. I select the (a) Probability section for this book at the moment. A forecast of another book containing the other division is seen.
The last section in this paper of book contains matrix formulation and also a geometrical structure of it.
Lastly this chapter containing my ideas should be developed in the advance of the microscopic field, which I hope to do in future.
Logic-Spatio-Temporal Space Abstract:
In this paper, I want to show how we materialise physical 'events in the concept of space-time continuum. A logical construct considered to define physical events (E)j21 in [(R' x T) x Lm.]** which that determines with reference to a
system S.
* **
Paper presented in Berlin, Germany. (R'xT) x L the semi-Riemannion Manifold can also be considered as a “Logico-Spatio-Temporal Manifold” (See Appendix I).
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