Quantum Mechanics Entanglement and Spooky Action at a distance

Very interesting and experimental approach to entanglement and Bells inequality.
    

Interesting points of note in the video

  • pop bottle bottom glasses on 70's guy!
  • Eigenvalues of a quantum mechanical solution are what you can observe.  You never observe solutions that are combinations of eigenvalues.
  • StarTrek looking test apparatus mock up.  Scotty would have felt at home fixing this bugger!
  • Einstein did not like ghostly action at a distance.  EPR
  • Assume quantum theory is incomplete: Look for a hidden variable. Photon pairs are emitted with a shared equal hidden parameter.
  • Theories using hidden variables have been created that preserve locality and realism
  • Experiments that only test perfect correlations do not force us to choose between quantum explanation and hidden variable method
  • John Bell was the first person to show how to bring the two theories into conflict so they could be tested
  • Testing perfect correlations are tantamount to looking at one sock and seeing it is blue and concluding the sock on the other foot is blue
  • Imperfect correlations: set the target polarizers at unequal angles.
  • Alain Aspect and company tested Bell's Theorem
  • Tunable lasers were required for this test setup

More …….

Quantum Computing Parallelism Explained

How does parallelism arise?

quantum-computing-parallelism-explained.gif

Assumptions: -1- You had a 3 bit register with each bit in a mix of both states —  states 0 and  state 1 -2- You then perform operations on the register When you perform the operation you will be performing the operation on all the possible values 000  through 111.  Thus is explained the parallelism of quantum computing.  That is its advantage over classical computing.   If you do not understand how a physical system can be in both states at the same time you need to go back and study more quantum mechanics.   More detailed explaination here  An introductory course online