Terence Tao "Correlations of Multiplicative Functions" 

I love how Terence Tao and I use the same Beamer template, makes me feel almost not worthless.

Infinitely grateful for sharing and open sourcing these gems!

Fascinating. Thanks for posting this.

The pair discovered on January 15th was 2003663613 * 2195,000 ± 1. The two primes are 58,711 digits long.

Where can we find the slides

コラッツ予想の拡張と一般化 ホログラフィー・モノポールブラックホール

I thought Amazon Prime solved all of these problems.

What does this even mean

.....Tao is indeed fabulous..... ...He, Tao is like a switchable 'factorization calculator' ....that starts in 'binary mod(evenPrime(eP)) mode ....performing mod(2) operations with an overflow [operand] .......whose unit length is dependent on the countable number ...........factors that are divisors of number 'n' being factorized. .......if ('n' one factor('1' divisor(factor)) then if 'n' is prime) ......else ..... (('n' greater than one factor('>1' divisor(factor)) ...and...('n' is not ...........prime composite(~Pc))) .....Let's maybe call Tao ......a Boltzmann brain (dual mode) calculator with a 'half brain ........meninges' calculating in 'digital' mode (eP)mod(P=2) ...........and now imagine Tao's Boltzmann brain other 'half meninges' .............calculating or performing 'analog' (oP)mod(P>2) mode operations .......Next imagine, Tao's half Boltzmann brain .........looking like a dual processor core with an 'analog' ...........and a 'digital' half brain meninges(operands) ............that together play the role of a .............of pair of switchable factorization calculators