Lectures onType Theory
Logic-enriched and erased same-subject notation
appendix sectionnotation

Logic-enriched and erased same-subject notation

notation meaning owner
notation meaning owner
Γ;ΔP, pprop, V(p) LTT entailment, small-proposition code, and decoding chapter 92
Set(T(a)), {x:T(a)p} predicative set type and small comprehension chapter 92
x:AB(x), both, left, right same-subject dependent intersection and its typed views chapter 37
ιx.T, selfGen, selfInst System S subject-dependent self type and typing views chapter 94
{fx:AB[f,x]}, fA<a very-dependent function and predecessor restriction chapter 95
Λx.t, tu, [t,u], t.1, t.2 erased abstraction/application and CDLE intersection views chapter 38
{tu}, β{u}, ρp, ϕp, δp CDLE heterogeneous equality, proof, rewrite, direct computation, and separation chapter 38
Cast(A,B), TpEq(A,B), Rec(F) identity-erasing cast, two-way cast equivalence, and derived monotone recursive type chapter 38

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