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