before and after interaction with Alice and Bob
What happens to Omega once Alice and Bob have „found“ him?
Begin stationStation topics
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1
Birefringence of light
A detour into the 19th century as a door opener to the quantum dimension.
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2
Two shadows of Omega
Omega from the quantum dimension mutates into two shadows of himself when interacting with Alice and Bob.
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3
Experiments with entangled photons
How to create polarisation entangled photons using parametric fluorescence in a nonlinear optical crystal.
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4
The entangled quantum state |Omega>
Appearance of Omega aka the Bell state |Ω> = 1/√2 (|HH>+|VV>) in the experiment.
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5
The rotating Coin
Does Omega hide in a rotating coin?
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6
The Omega-donut in the quantum dimension
Appearance of Omega aka the Bell state |Ω> = 1/√2 (|HH>+|VV>) in the quantum dimension.
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7
Visualization of the measurement process
How Omega gradually becomes a double shadow of himself through interaction with Alice and Bob.
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8
Theoretical calculation of the correlation function
Calculation of the correlation function based on quantum physics.
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9
The measurement results of Alice and Bob
The angle-dependent measurement results of Alices and Bob.
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10
Experimental determination of the correlation function
What is the difference between information and correlation?
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11
Shadow worlds and Quantum dimension
Does the hidden quantum dimension cause an observable world without hidden parameters - or do hidden parameters cause a local, realistic world without quantum dimension?
