Can quantum-mechanical description of physical reality be considered complete?
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The quantum-mechanical description of physical reality is not considered complete according to the papers by Einstein, Podolsky, and Rosen . They argue that in quantum mechanics, the knowledge of one physical quantity precludes the knowledge of another, indicating that either the wave function's description of reality is incomplete or that these two quantities cannot have simultaneous reality. They further explore the problem of making predictions based on measurements made on previously interacting systems, leading to the conclusion that if the wave function's description is incomplete, then the simultaneous reality of these quantities is also false. Therefore, they assert that the wave function's description of reality is not complete . Niels Bohr also supports this viewpoint, explaining the concept of "complementarity" and how the quantum-mechanical description fulfills the rational demands of completeness within its scope .
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Open access•Journal Article 2 Citations | The quantum-mechanical description of physical reality is not considered complete according to the paper. |
| The paper concludes that the quantum-mechanical description of physical reality given by a wave function is not complete. | |
| The paper suggests that the quantum-mechanical description of physical phenomena fulfills all rational demands of completeness within its scope. | |
| The paper suggests that the quantum-mechanical description of physical phenomena is complete within its scope, fulfilling all rational demands of completeness. | |
Open access 01 Jan 2005 67 Citations | The paper suggests that the quantum-mechanical description of physical phenomena is complete within its scope, fulfilling all rational demands of completeness. |
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