Definitions list 1 StandardLIB Doc
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Defined Operators mentioned in list 1

DefFor{T,op,idx  asf(x)[for]
DefForHdTl{A,f,kh::t  asg(h;t)[for_hdtl]
Defmapc(f)[mapc]
Defij[ge]core
Def{i...j}[int_iseg]int 1
Def{i..j}[int_seg]int 1
Def[nat]int 1
Defi  j < k[lelt]int 1
DefAB[le]core
DefA[not]core
Defx:AB(x)[all]core
Defnull(as)[null]
Def[bool]bool 1
Defb[assert]bool 1
DefP  Q[iff]core
DefP  Q[implies]core
Deff o g[compose]fun 1
DefId[tidentity]fun 1
Defrev(as)[reverse]
Defas[m..n][segment]
Defl[i][select]
Defas\[i][reject]
Deff{m..n}[listify]
DefP  Q[or]core
DefA List(n)[list_n]
Def{T}[guard]core
DefProp[prop]core
Deffalse[bfalse]bool 1
Deftrue[btrue]bool 1
DefY[ycomb]core
Defnth_tl(n;as)[nth_tl]
Deftl(l)[tl]
Defij[le_int]bool 1
Defif b t else f fi[ifthenelse]bool 1
Defas @ bs[append]
Deffirstn(n;as)[firstn]
Defi<j[lt_int]bool 1
Defhd(l)[hd]
Defx:Tb(x)[tlambda]fun 1
Defmap(f;as)[map]
Defreduce(f;k;as)[reduce]
Defmapcons(f;as)[mapcons]
Def||as||[length]
DefP  Q[rev_implies]core
DefId[identity]fun 1
Defb[bnot]bool 1

About:
listconsconsnillist_indboolbfalsebtrue
ifthenelseassertunititintnatural_numberaddsubtractlessless_than
tokenunioninlinrdecideset
lambdaapplyfunctionycombuniverseequalpropimpliesandorfalsetrue
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IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html

Definitions list 1 StandardLIB Doc