I thought I would share here what comes to light if we take some suttas literally.
SN 15.5:
“Suppose there was a huge stone mountain, a league long, a league wide, and a league high, with no cracks or holes, one solid mass. And as each century passed someone would stroke it once with a fine cloth from Kāsi. By this means the huge stone mountain would be worn away before the eon comes to an end.
Apparently a single stroke of a cloth on a rock could not remove more than 10 micrograms.
If we consider very conservatively that a “league” is 6 km long, and we consider the mountain to be roughly a cone, that makes its volume 1/3 × π × ( 6 × 10^3)^3 = 2.26 × 10^11 m^3
The lightest mountain rocks weigh about 2 tons per cube meter, which makes 4.5 × 10^14 kg for our mountain.
Counting 10 micrograms removed per stroke of the cloth, that makes 4.5 × 10^19 strokes of the cloth, and counting 100 years per stroke of the cloth, that makes 4.5 × 10^21 years to wear away the whole mountain (assuming it would remain otherwise unchanging of course).
The estimated age of the universe is about 14 billion years.
4.5 × 10^21 / (14 × 10^9) = 3 × 10^11
If we’re still being even more conservative, that represents at least 100 billion times the estimated age of our universe.
So when the scriptures talk of eons of expansion or contraction of the universe, it has nothing to do with the redshift and the expansion of our universe modern cosmology suggests.