irrational numbers

When in discoursing about an object in its singular way, we resort to
the math of whole numbers..which doesn't have the measurement of
breadth or width but relies on identity of the object. Topological
analysis digresses in the single thing being analysed and as such it
run upon limits in terms of its ability to demonstrate a rhizome or a
plurity of essence. Irrational numbers prove to the undefinate nature
of the physical world. It cannot in terms of pure calculation reach an
finality. But as Ockam's razor might explain, the digression into
irrational numbers resolves roughly the exact quotient where the most
basic microcosm of space undergoes a fluctuation.. and hence through
this the dice are being rolled and things as such suffer entropy.

Irrational Numbers (By Seung Kim)