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A Consistent Approach to Modeling Quantum Observers
by
Ring, David W.
in
Artificial intelligence
/ Circuits
/ Computers
/ Experiments
/ Hilbert space
/ Integrated circuits
/ Knowledge
/ Metaphysics
/ Observers
/ quantum circuits
/ quantum computers
/ Quantum computing
/ quantum foundations
/ quantum measurement
/ quantum mechanics
/ Quantum theory
/ Semiconductor chips
/ Theorems
/ Universe
2025
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A Consistent Approach to Modeling Quantum Observers
by
Ring, David W.
in
Artificial intelligence
/ Circuits
/ Computers
/ Experiments
/ Hilbert space
/ Integrated circuits
/ Knowledge
/ Metaphysics
/ Observers
/ quantum circuits
/ quantum computers
/ Quantum computing
/ quantum foundations
/ quantum measurement
/ quantum mechanics
/ Quantum theory
/ Semiconductor chips
/ Theorems
/ Universe
2025
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
A Consistent Approach to Modeling Quantum Observers
by
Ring, David W.
in
Artificial intelligence
/ Circuits
/ Computers
/ Experiments
/ Hilbert space
/ Integrated circuits
/ Knowledge
/ Metaphysics
/ Observers
/ quantum circuits
/ quantum computers
/ Quantum computing
/ quantum foundations
/ quantum measurement
/ quantum mechanics
/ Quantum theory
/ Semiconductor chips
/ Theorems
/ Universe
2025
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Journal Article
A Consistent Approach to Modeling Quantum Observers
2025
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Overview
A number of no-go theorems have shown that Wigner’s Friend scenarios combined with various metaphysical assumptions lead to contradictions in any version of quantum theory. We present an alternative constructive approach that only assumes that agents make properly qualified true statements. Quantum observers are modeled rigorously, although simplistically, using quantum circuits. Terminology is suggested to help avoid contradictions. Our methodology is applied to the Frauchiger-Renner paradox and results in statements by all agents that are both true and consistent. Quantum theory evades the no-go theorems because they make an incorrect implicit assumption about how quantum agents behave.
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