Modal logic approach to preferred bases in the quantum universe

摘要: We present a modal logic based approach to the so-called endophysical quantum universe. In particular, we treat problem of preferred bases and that state reduction by employing an eclectic collection methods including Baltag's analytic non-wellfounded set theory, interpretation Dempster-Shafer results from theory isometric embeddings discrete metrics. Two basic principles, bisimulation principle imperfection, are derived permit us conduct inductive proof showing basis emerges at each evolutionary stage These principles understood as theoretical realizations paradigm according which physical universe is simulation on computer second saying degrees freedom model Poincare's continuum. Several comments given related communication biology, gravity.