If there are infinitely many points in any interval of the real number line, how come it does not take infinitely many computations to compute a function over that interval?
Infinitely many computations is impossible assuming finite resources.
If there are infinitely many points in any interval of the real number line, how come it does not take infinitely many computations to compute a function over that interval?
Infinitely many computations is impossible assuming finite resources.
Copyright © 2021 JogjaFile Inc.