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Signature symbols in this unit

Symbol Specification Kind Type
# .list-dataflist → nat
# .streamfstream → natinf
. 'listfelem → list
. + .nat-basicfnat × nat → nat
. + .list-datafelem × list → list
. + .listflist × list → list
. + .listflist × elem → list
. + .nat-inffnatinf × natinf → natinf
. + .streamfelem × stream → stream
. + .streamfstream × stream → stream
. ++ .list-dupflist × elem → list
. +1nat-basicfnat → nat
. +2 .listfelem × elem → list
. - .natpfnat × nat → nat with λ n, m. n ≥ m
. -1nat-basicpfnat → nat with λ n. n ≠ 0
. -1l .list-delflist × elem → list
. -l .list-delflist × elem → list
. -p .list-delflist × nat → list
. .butlastlist-lastpflist → list with λ x. x ≠ []
. .fstream-basicpfstream → nat → elem with λ σ. λ m. ∃ nf. σ = ⌜nf⌝
. .headlist-datapflist → elem with λ x. x ≠ []
. .lstream-basicpfstream → list with λ σ. finp(σ)
. .lastlist-lastpflist → elem with λ x. x ≠ []
. .nnat-infpfnatinf → nat with λ n∞. n∞ ≠ ∞
. .taillist-datapflist → list with λ x. x ≠ []
. < .nat-basicpnat × nat
. < .list-dataplist × list
. < .nat-infpnatinf × natinf
. > .natpnat × nat
. [ . ]list-getputpflist × nat → elem with λ x, n. n < # x
. [ . ]list-getputpflist × nat × elem → list with λ x, n, a. n < # x
. [ . ]streampfstream × nat → elem with λ σ, n. finp(σ) → ⌜n⌝ < # σ
. [ . ]streampfstream × nat × elem → stream with λ σ, n, a. finp(σ) → ⌜n⌝ < # σ
. ∈ .listpelem × list
. ≤ .natpnat × nat
. ≤ .streampstream × stream
. ≥ .natpnat × nat
. ⊑ .list-lastplist × list
. ⊒ .list-lastplist × list
. from .streamf(nat → elem) × nat → nat → elem
. from .streampfstream × nat → stream with λ σ, n. finp(σ) → ⌜n⌝ < # σ ∨ ⌜n⌝ = # σ
. from .streampflist × nat → list with λ x, n. n ≤ # x
. to .streamf(nat → elem) × nat → list
. to .streampfstream × nat → stream with λ σ, n. finp(σ) → ⌜n⌝ < # σ ∨ ⌜n⌝ = # σ
. to .streampflist × nat → list with λ x, n. n ≤ # x
. to∞ .streampfstream × natinf → stream with λ σ, n∞. finp(σ) → n∞ < # σ ∨ n∞ = # σ
[]list-dataclist
[]streamcstream
σstreamvstream
∞nat-infcnatinf
⌜ . ⌝stream-basicflist → stream
⌜ . ⌝stream-basicf(nat → elem) → stream
⌜ . ⌝nat-inffnat → natinf
astreamvelem
butlastnlist-lastpfnat × list → list with λ n, x. n ≤ # x
disjlist-dupplist × list
dupslist-dupplist
elemelems
fillfirstlist-lastfnat × elem × list → list
finpstream-basicpstream
firstnlist-delpfnat × list → list with λ n, x. n ≤ # x
fromelist-delflist × elem → list
hdstreampfstream → elem with λ σ. σ ≠ []
lastnlist-delpfnat × list → list with λ n, x. n ≤ # x
listlist-datas
minnat-inffnatinf × natinf → natinf
mklistlist-lastfelem × nat → list
natnat-basics
natinfnat-infs
nfstreamvnat → elem
poslist-delfelem × list → nat
restnlist-delpfnat × list → list with λ n, x. n ≤ # x
revlist-lastflist → list
rmduplist-dupflist → list
streamstream-basics
sublistlist-delpfnat × nat × list → list with λ n, m, x. n + m ≤ # x
tlstreampfstream → stream with λ σ. σ ≠ []
xstreamvlist
ystreamvlist
zstreamvlist