Definitions mb event system 3 EventSystems Doc
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Defined Operators mentioned in mb event system 3

Defsends(l,tg,e)[es-tg-sends]
Defe@i.P(e)[existse-at]
Defwithlnk(l;mss)[w-withlnk]
Defw-tagged(tgmss)[w-tagged]
Def(x initially i)[w-initially]
Deff(x)?z[fpf-cap]
Defz != f(x) ==> P(a;z)[fpf-val]
Def[bool]bool 1
DefES[event_system]mb event system 2
Defe  e' [es-le]mb event system 2
DefESAxioms{i:l}
ESAxioms(E;
ESAxioms(T;
ESAxioms(M;
ESAxioms(loc;
ESAxioms(kind;
ESAxioms(val;
ESAxioms(when;
ESAxioms(after;
ESAxioms(sends;
ESAxioms(sender;
ESAxioms(index;
ESAxioms(first;
ESAxioms(pred;
ESAxioms(causl)
[ESAxioms]mb event system 2
DefEqDecider(T)[deq]mb event system 2
DefP  Q[iff]core
Def(Msg on l)[es-Msgl]mb event system 2
DefMsg[es-Msg]mb event system 2
Def(e <loc e')[es-locl]mb event system 2
Def[ee'][es-interval]
Def(x after e)[es-after]mb event system 2
Defvartype(i;x)[es-vartype]mb event system 2
DefProp[prop]core
Def@i always.P(v)[alle-at1]
DefDec(P)[decidable]core
Defrcv(ltg)[rcv]mb event system 1
Defvaltype(e)[es-valtype]mb event system 2
Defrcvtype(e)[es-rcvtype]mb event system 2
Deftag(e)[es-tag]mb event system 2
Deflnk(e)[es-lnk]mb event system 2
Defisrcv(e)[es-isrcv]mb event system 2
Defacttype(e)[es-acttype]mb event system 2
Defact(e)[es-act]mb event system 2
Defkind(e)[es-kind]mb event system 2
Defsender(e)[es-sender]mb event system 2
Def{T}[guard]core
DefWorld[world]
DefAction(i)[w-action]
Defvaltype(i;a)[w-valtype]
DefFairFifo[fair-fifo]
Defp = q[w-eq-E]
DefMsg_sub(lM)[Msg_sub]mb event system 1
Def{i..j}[int_seg]int 1
Defa:A fp-> B(a)[fpf]
Def(x  l)[l_member]mb list 1
Defl[i][select]list 1
DefES(the_w)[w-es]
Defstrong-subtype(A;B)[strong-subtype]mb event system 1
Def[fpf-empty]
Deffpf-is-empty(f)[fpf-is-empty]
Deff  g[fpf-sub]
Deffalse[bfalse]bool 1
Deftrue[btrue]bool 1
Defmtag(m)[es-mtag]
Defmtag(m)[mtag]mb event system 1
Defbefore(e)[es-before]
Defpred(e)[es-pred]mb event system 2
Defqueue(l;t)[w-queue]
Defe <c e'[w-causl]
Defindex(e)[w-index]
Defsender(e)[w-sender]
Defmatch(l;t;t')[w-match]
Defsnds(l;t)[w-snds]
Defrcvs(l;t)[w-rcvs]
Defupto(n)[upto]mb event system 1
Defconcat(ll)[concat]mb event system 1
Defas @ bs[append]list 1
Deffirst(e)[es-first]mb event system 2
Defif b t else f fi[ifthenelse]bool 1
DefY[ycomb]core
Defes-ble{i:l}(es;e;e')[es-ble]
Defmapfilter(f;P;L)[mapfilter]mb list 2
Defm(l;t)[w-ml]
Defsends(l;e)[w-sends]
Defonlnk(l;mss)[w-onlnk]
Deffilter(P;l)[filter]mb list 1
Defsends(l;e)[es-sends]mb event system 2
Defw-action-dec(TA;M;i)[w-action-dec]
Defa = b[eq_id]mb event system 2
Defe@i.P(e)[alle-at]
Defloc(e)[es-loc]mb event system 2
Defaction(dec)[action]
DefKnd[Knd]mb event system 1
DefMsg[w-Msg]
DefMsg(M)[Msg]mb event system 1
Defhaslink(lm)[haslink]mb event system 1
DefIdLnk[IdLnk]mb event system 1
Defisrcv(l;a)[w-isrcvl]
Defa = b[eq_lnk]mb event system 2
Defe <loc e'[w-locl]
DefE[w-E]
DefIdLnkDeq[idlnk-deq]mb event system 2
DefId[Id]mb event system 1
DefP  Q[implies]core
DefE[es-E]mb event system 2
Defx:AB(x)[all]core
Def(x when e)[es-when]mb event system 2
DefP & Q[and]core
Defx:AB(x)[exists]core
DefUnit[unit]core
Defdestination(l)[ldst]mb event system 2
DefV(i;k)[w-V]
Defeventtype(k;loc;V;M;e)[eventtype]mb event system 2
Defkindcase(k;a.f(a);l,t.g(l;t))[kindcase]mb event system 2
DefTop[top]core
Defmlnk(m)[mlnk]mb event system 1
Defsource(l)[lsrc]mb event system 2
DefIdDeq[id-deq]mb event system 2
DefSWellFounded(R(x;y))[strongwellfounded]mb event system 2
Def[nat]int 1
Defvartype(i;x)[w-vartype]
Defw.T[w-T]
Defw.M[w-M]
Defw.TA[w-TA]
Defmsg(a)[w-msg]
Defkind(e)[w-ekind]
Defkind(a)[w-kind]
Deflnk(k)[lnk]mb event system 2
Defm(i;t)[w-m]
Defval(e)[w-eval]
Defact(e)[w-act]
Defpred(e)[w-pred]
Deffirst(e)[w-first]
Defa(i;t)[w-a]
Def(x after e)[w-after]
Def(x when e)[w-when]
Defs(i;t).x[w-s]
Defloc(e)[w-loc]
Defproduct-deq(A;B;a;b)[product-deq]mb event system 2
Defx  dom(f)[fpf-dom]
Defdeq-member(eq;x;L)[deq-member]mb event system 2
Def(e < e')[es-causl]mb event system 2
Defeqof(d)[eqof]mb event system 2
Defproddeq(a;b)[proddeq]mb event system 2
Def1of(t)[pi1]core
Defval(a)[w-val]
Deftag(k)[tagof]mb event system 2
Deftime(e)[w-time]
Deff(x)[fpf-ap]
Def2of(t)[pi2]core
Defisrcv(k)[isrcv]mb event system 1
Defisnull(a)[w-isnull]
Defislocal(k)[islocal]mb event system 1
Defisl(x)[isl]union
Defact(k)[actof]mb event system 2
Defoutr(x)[outr]union
Defnth_tl(n;as)[nth_tl]list 1
Defij[le_int]bool 1
Defb[bnot]bool 1
Defprod-deq(A;B;a;b)[prod-deq]mb event system 2
Defpq[band]bool 1
Defmap(f;as)[map]list 1
Def||as||[length]list 1
DefP  Q[or]core
Defij[ge]core
Defi  j < k[lelt]int 1
DefAB[le]core
Defhd(l)[hd]list 1
DefA & B[cand]core
Defb[assert]bool 1
DefA[not]core
DefR^+[rel_plus]mb event system 2
DefNatDeq[nat-deq]mb event system 2
DefR^n[rel_exp]mb nat
Defi=j[eq_int]bool 1
Defi<j[lt_int]bool 1
Defmu(f)[mu]mb event system 1
Defx f y[infix_ap]core
Def[it]core
Deflocl(a)[locl]mb event system 1
DefP  Q[rev_implies]core
DefTrans x,y:TE(x;y)[trans]rel 1
Defreduce(f;k;as)[reduce]list 1
Defoutl(x)[outl]union
Deftl(l)[tl]list 1
Def[nat_plus]int 1
DefAtomDeq[atom-deq]mb event system 2
Defp  q[bor]bool 1
Defx=yAtom[eq_atom]bool 1

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pairspreadspreadspreadproductproductlistconsconsnil
list_indboolbfalsebtrueifthenelseassert
decidableunititvoidintnatural_numberaddsubtractint_eqless
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decidesetisectlambdaapplyfunction
ycombuniverseequalaxiommembertopsubtype_relpropimpliesandorfalsetrue
allexists
IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html

Definitions mb event system 3 EventSystems Doc