[Imprint][Data Privacy Statement][E-Mail]

Back to main index. View the specification. View theorem base summary, View theorem base listing, the used properties by spec, the dependency list, the symbol table,

Signature symbols in this unit

Symbol Specification Kind Type
# .list-dataflist → nat
#oclist-permfelem × list → nat
. 'listfelem → list
. + .nat-basicfnat × nat → nat
. + .list-datafelem × list → list
. + .listflist × list → list
. + .listflist × elem → list
. ++ .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 ≠ []
. .headlist-datapflist → elem with λ x. x ≠ []
. .lastlist-lastpflist → elem with λ x. x ≠ []
. .taillist-datapflist → list with λ x. x ≠ []
. < .nat-basicpnat × nat
. < .list-dataplist × list
. > .natpnat × nat
. [ . ]list-getputpflist × nat → elem with λ x, n. n < # x
. [ . ]list-getputpflist × nat × elem → list with λ x, n, a. n < # x
. \ .list-setflist × list → list
. ∈ .listpelem × list
. ∪ .list-setflist × list → list
. ≤ .natpnat × nat
. ≥ .natpnat × nat
. ⊆ .list-setplist × list
. ⊆m .list-permplist × list
. ⊑ .list-lastplist × list
. ⊒ .list-lastplist × list
[]list-dataclist
alist-permvelem
blist-permvelem
butlastnlist-lastpfnat × list → list with λ n, x. n ≤ # x
clist-permvelem
disjlist-dupplist × list
dupslist-dupplist
elemelems
fillfirstlist-lastfnat × elem × list → list
filterlist-setflist × list → list
firstnlist-delpfnat × list → list with λ n, x. n ≤ # x
fromelist-delflist × elem → list
lastnlist-delpfnat × list → list with λ n, x. n ≤ # x
listlist-datas
mlist-permvnat
mklistlist-lastfelem × nat → list
nlist-permvnat
natnat-basics
permlist-permplist × list
poslist-delfelem × list → nat
restnlist-delpfnat × list → list with λ n, x. n ≤ # x
revlist-lastflist → list
rmduplist-dupflist → list
sublistlist-delpfnat × nat × list → list with λ n, m, x. n + m ≤ # x
xlist-permvlist
ylist-permvlist
zlist-permvlist