Hegelian contradiction and the prime numbers: Part 2

A talk given in Oxford Feb 2019 on a Hegelian interpretation of Riemann's Zeta function.

I propose that the zeros of the Zeta function are moments in time when becoming, which is an infinity of contradictions, attains a state of pure being or pure nothing. This means that the arithmetical irreducibility of the primes is a manifestation of the metaphysical irreducibility of pure being and pure nothing.

For the transcript and links to whiteboard mathematics and animated diagrams see: https://ianwrightsite.wordpress.com/2019/02/09/hegelian-contradiction-and-the-prime-numbers-part-2/

For Part 1 see: https://youtu.be/8sd6o9dTeio