Counting to infinity, successive addition, and the length of the past

HIGHLIGHTS

  • who: Mohammad Saleh Zarepour from the Department of Philosophy, School of Social Sciences, The University of Manchester, Humanities Bridgefoot Street Building, Oxford Road, Manchester , PL, UK have published the paper: Counting to infinity, successive addition, and the length of the past, in the Journal: (JOURNAL)
  • how: On this suggestion SAA must be taken as a slightly abbreviated version of the following argument (which is obtained from adding the italic terms to SAA) SAA* (S*1)

SUMMARY

    The temporal series of events is a collection formed by successive addition. But if SAA . . .

     

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