Archives
Keywords
weak diamond super-Souslin tree Parameterized proxy principle Slim tree Jonsson cardinal Erdos Cardinal stationary reflection Hereditarily Lindelöf space Ascent Path 54G20 Martin's Axiom Successor of Regular Cardinal Entangled linear order Monotonically far Hedetniemi's conjecture Sierpinski's onto mapping principle middle diamond Was Ulam right? Countryman line Commutative cancellative semigroups Ascending path countably metacompact polarized partition relation Antichain Partition Relations Kurepa Hypothesis O-space C-sequence Cardinal function Amenable C-sequence Foundations Universal Sequences Rainbow sets incompactness Greatly Mahlo stationary hitting Commutative projection system Ramsey theory over partitions Interval topology on trees Square-Brackets Partition Relations Generalized descriptive set theory Prevalent singular cardinals free Souslin tree PFA Rock n' Roll Ulam matrix Fat stationary set Vanishing levels higher Baire space Singular Density Subtle tree property Almost Souslin Club Guessing Non-saturation free Boolean algebra approachability ideal Small forcing Forcing perfectly normal Successor of Singular Cardinal square SNR Distributive tree Local Club Condensation. S-Space Axiom R Sigma-Prikry transformations Strongly compact cardinal Singular cardinals combinatorics Precaliber diamond star Constructible Universe Open Access positive partition relation nonmeager set GMA projective Boolean algebra Strong coloring Uniformly coherent Prikry-type forcing Chromatic number Filter reflection Diamond for trees Lipschitz reduction Cardinal Invariants club_AD Analytic sets Intersection model Forcing Axioms Partition relations for trees coloring number PFA(S)[S] very good scale Erdos-Hajnal graphs OCA Luzin set Coherent tree Almost-disjoint family Cohen real full tree L-space xbox Shelah's Strong Hypothesis Knaster Closed coloring Microscopic Approach Reflecting stationary set Nonspecial tree tensor product graph Knaster and friends Postprocessing function square principles HOD Strongly Luzin set strongly bounded groups Fast club Iterated forcing Sakurai's Bell inequality weak Kurepa tree Whitehead Problem Chang's conjecture regressive Souslin tree reflection principles Reduced Power Subtle cardinal Absoluteness AIM forcing Weakly compact cardinal weak square Hindman's Theorem Poset Forcing with side conditions Selective Ultrafilter Uniformly homogeneous ccc Subnormal ideal Well-behaved magma Fodor-type reflection Minimal Walks Almost countably chromatic b-scale Diamond-sharp Ostaszewski square Aronszajn tree indecomposable filter Singular cofinality stick Dushnik-Miller specializable Souslin tree Souslin Tree unbounded function Large Cardinals P-Ideal Dichotomy ZFC construction Mandelbrot set Uniformization Rado's conjecture Ineffable cardinal Generalized Clubs Dowker space sap Subadditive Respecting tree Diamond
Tag Archives: Sakurai’s Bell inequality
Review: Is classical set theory compatible with quantum experiments?
Yesterday, I attended a talk at the Quantum Foundations seminar at the beautiful Perimeter Institute for Theoretical Physics (Waterloo, Ontario). The (somewhat provocative) title of the talk was “Is Classical Set Theory Compatible with Quantum Experiments?”, and the speaker was Radu … Continue reading
