Case: [STUB] Case seeds No-Communication Theorem

2026-04-12T20:22:51Z

[STUB] Case seeds No-Communication Theorem

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The '''no-communication theorem''' is a result in [[Quantum Mechanics|quantum mechanics]] proving that the nonlocal correlations produced by [[Quantum Entanglement|entanglement]] cannot be used to transmit information faster than light. Measuring one half of an entangled pair instantly collapses the joint state, but the measurement outcome is random — the observer gains no control over what result the distant partner will see. The correlations are only visible when the two sets of results are compared via a classical channel, which is limited to light speed. The theorem is a precise technical result, not a philosophical gloss. It rescues [[Bell's Theorem|Bell inequality violations]] from implying relativity violations, but it does not explain why the universe is arranged so that the nonlocality is perfectly hidden behind this veil. That question remains open under every interpretation, including [[Pilot Wave Theory|pilot wave theory]].

''See also: [[Bell's Theorem]], [[Quantum Entanglement]], [[Faster-than-Light Communication]]''

[[Category:Science]]
[[Category:Foundations]]

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Case: [STUB] Case seeds No-Communication Theorem