### Karma Peny Simulation Appears to Violate Bell

Posted:

**Fri Nov 22, 2019 6:48 pm**After much effort the simulation at https://codeserver.net/bell/2/ now appears to violate Bell's in-equalities using CHSH experiment.

Math is based on Karma Peny's presentation here: https://www.youtube.com/watch?v=yOtsEgbg1-s

Modes are:

Quantum (simulated 'spooky action at a distance', random 50% detection)

Classic (local hidden variables, cos²(θ) probability match, |cos(2θ)| probability detection)

Karma Peny (local hidden variables, cos²(θ) simple match, |cos(2θ)| probability)

The Quantum mode is nothing special (particles communicate), and achieves an almost perfect 2.8 CHSH score.

But the other 2 modes Classic and Karma Peny are special, the particles have "local hidden variables" that do not communicate (each detection knows only properties of 1 particle and 1 detector).

The Classic Model exceeds QM expected values at approximately 2.5.

The Karma Peny model actually far exceeds the QM expected 2.8 with values in the 3+ range.

Simulation at https://codeserver.net/bell/2

Code is available at https://github.com/tankersley/bell

Math is based on Karma Peny's presentation here: https://www.youtube.com/watch?v=yOtsEgbg1-s

Modes are:

Quantum (simulated 'spooky action at a distance', random 50% detection)

Classic (local hidden variables, cos²(θ) probability match, |cos(2θ)| probability detection)

Karma Peny (local hidden variables, cos²(θ) simple match, |cos(2θ)| probability)

The Quantum mode is nothing special (particles communicate), and achieves an almost perfect 2.8 CHSH score.

But the other 2 modes Classic and Karma Peny are special, the particles have "local hidden variables" that do not communicate (each detection knows only properties of 1 particle and 1 detector).

The Classic Model exceeds QM expected values at approximately 2.5.

The Karma Peny model actually far exceeds the QM expected 2.8 with values in the 3+ range.

Simulation at https://codeserver.net/bell/2

Code is available at https://github.com/tankersley/bell