- #1
bobie
Gold Member
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We know that in order to be integrated a function must be continuous.
Does this imply that space and time must be a continuum?
If they were considered discrete, say at the level of Planck's unit, would this affect the integrability of functions?
It it would not, would it affect the precision of the result?
Does this imply that space and time must be a continuum?
If they were considered discrete, say at the level of Planck's unit, would this affect the integrability of functions?
It it would not, would it affect the precision of the result?