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  1. The Casimir Effect and the Interpretation of the Vacuum.S. E. Rugh, H. Zinkernagel & T. Y. Cao - 1999 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 30 (1):111-139.
    The Casimir force between two neutral metallic plates is often considered conclusive evidence for the reality of electromagnetic zero-point fluctuations in ‘empty space’. However, it is not well known that the Casimir force can be derived from many different points of view. The purpose of this note is to supply a conceptually oriented introduction to a representative set of these different interpretations. The different accounts suggest that the Casimir effect reveals nothing conclusive about the nature of the vacuum.
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  • The Casimir Effect and the Interpretation of the Vacuum.S. Rugh, H. Zinkernagel & T. Cao - 1998 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 30 (1):111-139.
    The Casimir force between two neutral metallic plates is often considered conclusive evidence for the reality of electromagnetic zero-point fluctuations in ‘empty space’. However, it is not well known that the Casimir force can be derived from many different points of view. The purpose of this note is to supply a conceptually oriented introduction to a representative set of these different interpretations. The different accounts suggest that the Casimir effect reveals nothing conclusive about the nature of the vacuum.
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  • How to teach special relativity.John S. Bell - 1976 - Progress in Scientific Culture 1.
     
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  • Locality, Complex Numbers, and Relativistic Quantum Theory.Simon W. Saunders - 1992 - PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1992:365 - 380.
    A heuristic comparison is made of relativistic and non-relativistic quantum theory. To this end the Segal approach is described for the non-specialist. The significance of antimatter to the local and microcausal properties of the fields is laid bare. The fundamental difference between relativistic and non-relativistic (complex) fields is traced to the existence of two kinds of complex numbers in the relativistic case. Their relation to covariant and Newton-Wigner locality is formulated.
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  • The physical significance of the vacuum state of a quantum field.Dennis W. Sciama - 1991 - In Simon Saunders & Harvey R. Brown (eds.), The Philosophy of Vacuum. Oxford University Press. pp. 137--158.
     
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  • The negative energy sea.Simon Saunders - 1991 - In Simon Saunders & Harvey R. Brown (eds.), The Philosophy of Vacuum. Oxford University Press.
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