Lectures onType Theory
Graded-base, temporal, and soft-logic notation
appendix sectionnotation

Graded-base, temporal, and soft-logic notation

symbol meaning first
symbol meaning first
rqs approximation preorder on grades section 54.1
tLt, tLt Linear Base one-step relation and its closure section 54.2, section 54.3
tGt, tGt Graded Base one-step relation and its closure section 54.3
L[[t]], G[[t]] direct graded-to-linear and CPS linear-to-graded translations section 54.4, section 54.5
TeA, DrA, x:[A]r, A<:ecB combined-calculus effect type, coeffect type, discharged assumption, and subtyping relation section 54.6
HtfuHt, HhΓ fractional machine step and heap/context compatibility section 54.7
A, A Simply RaTT later and stable modalities section 55.2
EvAevA+(EvA) guarded recursive event isomorphism section 55.3
, Simply RaTT Fitch lock and tick section 55.2
s, tv/v stream step and input/output transducer step section 55.4
V[[A]], T[[A]], C[[Γ]] Simply RaTT value, term, and context logical relations section 55.5
www extension of a Simply RaTT logical-relation world section 55.5
Clock, FlowA Boolean stream and stream of optional A-values section 55.3
[τ]X, X!τ, τ, strs temporal-resource value type, computation type, and elapsed-time context marker, with its machine step section 55.6
uSLLv, uSLLv one external SLL proof-net reduction and its closure section 56.2
Wu(X) Lafont proof-net weight polynomial section 56.2
S(m) m separate string assumptions, not iterated boxes section 56.3

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