• Corpus ID: 235352801

On the nature of time in time-dependent expansionary processes

@inproceedings{Lacey2021OnTN,
  title={On the nature of time in time-dependent expansionary processes},
  author={Laurence Francis Lacey},
  year={2021}
}
  • L. Lacey
  • Published 2 June 2021
  • Mathematics
For an expansionary process, the size of the expansion space will increase. If the expansionary process is time-dependent, time (t) will increase as a function of the increase in the size of the expansion space. A statistical information entropy methodology was used to investigate the properties of time-dependent expansionary processes both in theory and through examples. The primary objective of this paper was to investigate whether there is a universal measure of time (T) and how it relates… 

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