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Critique of weakly decohering and linearly positive histories

Lajos Diosi

gr-qcarXiv:gr-qc/9409017

Abstract

The usual composition rule of independent systems, as applied to decoherent histories or to linearly positive histories, requires (at least) medium decoherence and, consequently, a second constraint for the linearly positive histories of Goldstein and Page. Other plausible classical features, valid for medium decoherence, seem anyhow to be missed by linear positive histories.

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