mb event system 7 Sections EventSystems Doc
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RankTheoremName
3Thm* T:(Id), to,from:(|T|(IdLnk List)), f:(Edge(T)).
Thm* bi-tree(T;to;from)
Thm* 
Thm* spanner(f;T;to;from)
Thm* 
Thm* (i,j:|T|.
Thm* (spanner-root(f;T;to;from;i spanner-root(f;T;to;from;j i = j)
[spanner-root-unique]
cites the following:
1Thm* L:T List, x:Tnull(L last([x / L]) = last(L)[last_cons]
1Thm* l:IdLnk, p:IdLnk List.
Thm* lpath([l / p])
Thm* 
Thm* lpath(p)
Thm* & (||p|| = 0    destination(l) = source(hd(p)) & hd(p) = lnk-inv(l))
[lpath_cons]
0Thm* P:(TProp). (xnil.P(x))[l_all_nil]
0Thm* l:IdLnk. destination(lnk-inv(l)) = source(l)[ldst-inv]
0Thm* l:IdLnk. lnk-inv(lnk-inv(l)) = l  IdLnk[lnk-inv-inv]
0Thm* p:p = p[bnot_bnot_elim]
1Thm* G:(Id), to,from:(|G|(IdLnk List)), e:Edge(G), i:|G|.
Thm* bi-graph(G;to;from ((e  to(i))  destination(e) = i)
[edge-to]
0Thm* T:(Id), to,from:(|T|(IdLnk List)), u:Edge(T).
Thm* bi-graph(T;to;from destination(u |T|
[dst-edge]
2Thm* P:(TProp), x:TL:T List. (y[x / L].P(y))  P(x) & (yL.P(y))[l_all_cons]
0Thm* T:(Id), to,from:(|T|(IdLnk List)), u:Edge(T).
Thm* bi-graph(T;to;from source(u |T|
[src-edge]
2Thm* G:(Id), to,from:(|G|(IdLnk List)), e:Edge(G), i:|G|.
Thm* bi-graph(G;to;from ((inverse(e to(i))  source(e) = i)
[edge-inv-to]
IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html
mb event system 7 Sections EventSystems Doc