Density of primes between square numbers

*Loren Booda*

Is the density of primes considerably greater nearer the geometric average of two consecutive square numbers?

[Think of deconstructing a square of integral area n² into composite rectangles of diverging (n-1)(n+1), (n-2)(n+2), (n-3)(n+3)... .]

This reasoning may work to a lesser yet significant degree with powers greater than two.

Loren Booda	Density of primes between square numbers Tweet Is the density of primes considerably greater nearer the geometric average of two consecutive square numbers? [Think of deconstructing a square of integral area n² into composite rectangles of diverging (n-1)(n+1), (n-2)(n+2), (n-3)(n+3)... .] This reasoning may work to a lesser yet significant degree with powers greater than two.