Can discrete time make continuous space look discrete?

Van Bendegem has recently offered an argument to the effect that, if time is discrete, then there should exist a correspondence between the motions of massive bodies and a discrete geometry. On this basis, he concludes that, even if space is continuous, it should nonetheless appear discrete. This paper examines the two possible ways of making sense of that correspondence, and shows that in neither case van Bendegem's conclusion logically follows

Cultural colloquium with Prof. [M. J.] Benardete [sound recording]

Henry V. Besso Memorial Library and Archives Collectio

Cultural colloquium with Prof. M. J. Benardete and Prof. Ernesto Guerra Da Cal [sound recording]

Henry V. Besso Memorial Library and Archives Collectio

Speech at Sephardic Brotherhood [of America] [sound recording]

Henry V. Besso Memorial Library and Archives Collectio

[M. J.] Benardete's interview with [Ernesto Guerra] Da Cal [sound recording]

Recorded June 8, 1960Henry V. Besso Memorial Library and Archives Collectio

Cultural colloquim with M. J. Bernadete and Ernesto Guerra Da Cal [sound recording]

March 5, 1965Henry V. Besso Memorial Library and Archives Collectio