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Teleportation. Teleportation. 2 bits. BELL MEASUREMENT. Bell States. one spin rotation. spin rotation. 2 bits. BELL MEASUREMENT. The EPR- Bohm State. David Bohm. Teleportation. The EPR State. The EPR State. The EPR State. Continuous Variables Teleportation.
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Teleportation 2 bits BELL MEASUREMENT
Bell States one spin rotation spin rotation
2 bits BELL MEASUREMENT
The EPR-Bohm State David Bohm
Continuous Variables Teleportation L. Vaidman,PRA49, 1473 (1994) unknown shift , kick
The EPR State = teleportation machine of a known spin up to a flip q, f spin measurement
The EPR State = teleportation machine of a known spin up to a flip q, f q, f spin measurement
The EPR State = teleportation machine of a known spin up to a flip q, f q, f spin measurement
Many-Worlds Interpretation In the Universe is not moved from Alice to Bob q, f But in Teleportation it is moved! q, f q, f spin measurement mixture of and
Teleportation q, f q, f In all worlds! mixture of and and and But after rotation we get q, f The information sent is only about in which world we are Local Bell measurements split the nonlocal world and the branching is the carier of the huge amount of information.
Why teleportation is possible? We cannot measure (scan) Ψ Too much information to send We cannot clone Ψ We do not scan Ψ We do not clone Ψ
Why teleportation is possible? We cannot measure (scan) Ψ Too much information to send We cannot clone Ψ We do not scan Ψ We do not clone Ψ Most of information is in branching of the world
Paradoxes in the context of the Aharonov-Bohm and the Aharonov-Casher effects
Aharonov-BohmEffect SOLENOID
Aharonov-BohmEffect The solenoid causes a relative phase, but the time when the phase is gained depends on the choice of gauge, and therefore, it is unobservable.
Aharonov-BohmEffect The solenoid causes a relative phase, but the time when the phase is gained depends on the choice of gauge, and therefore, it is unobservable.
Aharonov-BohmEffect The solenoid causes a relative phase, but the time when the phase is gained depends on the choice of gauge, and therefore, it is unobservable.
Aharonov-BohmEffect The solenoid causes a relative phase, but the time when the phase is gained depends on the choice of gauge, and therefore, it is unobservable.
Aharonov-BohmEffect The solenoid causes a relative phase, but the time when the phase is gained depends on the choice of gauge, and therefore, it is unobservable.
Paradox I At every place on the paths of the wave packets of the electron there is no observable action, but nevertheless, the relative phase is obtained.
Paradox II The relative phase is observable locally, therefore the time of change of the relative phase can be observed, in contradiction with the fact that it is a gauge dependent property.
The relative phase is observable locally EPR correlations are observable locally
PHOTON QUANTUM WAVE EPR LOCAL SPIN MEASUREMENTS RELATIVE PHASE
INSTEAD OF PHOTON QUANTUM WAVE EPR REALISTIC EXPERIMENT: TWO-LEVEL ATOM INSTEAD OF A SPIN IN THE MAGNETIC FIELD
REALISTIC EXPERIMENT: TWO-LEVEL ATOM INSTEAD OF A SPIN IN THE MAGNETIC FIELD INSTEAD OF PHOTON QUANTUM WAVE EPR
REALISTIC EXPERIMENT: TWO-LEVEL ATOM INSTEAD OF A SPIN IN THE MAGNETIC FIELD INSTEAD OF PHOTON QUANTUM WAVE EPR
PHOTON QUANTUM WAVE EPR REALISTIC EXPERIMENT: TWO-LEVEL ATOM INSTEAD OF A SPIN IN THE MAGNETIC FIELD HOW TO MAKE THE ANALOG OF THE SPIN MEASUREMENTS ON THE ATOM? ARE NOT MEASURABLE DIRECTLY (RABI OSCILLATIONS): ROTATION IN SPACE COUPLING H TO A COHERENT STATE ROTATION:
The relative phase of a photon is observable locally L. Hardy, Phys. Rev. Lett. (1994)