Def ESAxioms{i:l}
Def ESAxioms(E;
Def ESAxioms(T;
Def ESAxioms(M;
Def ESAxioms(loc;
Def ESAxioms(kind;
Def ESAxioms(val;
Def ESAxioms(when;
Def ESAxioms(after;
Def ESAxioms(sends;
Def ESAxioms(sender;
Def ESAxioms(index;
Def ESAxioms(first;
Def ESAxioms(pred;
Def ESAxioms(causl)
Def == (e,e':E. loc(e) = loc(e')  Id  causl(e,e')  e = e'  causl(e',e))
Def == & (e:E. (first(e))  (e':E. loc(e') = loc(e)  Id  causl(e',e)))
Def == & (e:E. 
Def == & ((first(e))
Def == & (
Def == & (loc(pred(e)) = loc(e)  Id & causl(pred(e),e)
Def == & (& (e':E. 
Def == & (& (loc(e') = loc(e)  Id  (causl(pred(e),e') & causl(e',e))))
Def == & (e:E. 
Def == & ((first(e))  (x:Id. when(x,e) = after(x,pred(e))  T(loc(e),x)))
Def == & (Trans e,e':E. causl(e,e'))
Def == & SWellFounded(causl(e,e'))
Def == & (e:E. 
Def == & (isrcv(kind(e))
Def == & (
Def == & ((sends(lnk(kind(e)),sender(e)))[(index(e))]
Def == & (=
Def == & (msg(lnk(kind(e));tag(kind(e));val(e))
Def == & ( Msg(M))
Def == & (e:E. isrcv(kind(e))  causl(sender(e),e))
Def == & (e,e':E.
Def == & (causl(e,e')
Def == & (
Def == & ((first(e')) & causl(e,pred(e'))  e = pred(e')
Def == & ( isrcv(kind(e')) & causl(e,sender(e'))  e = sender(e'))
Def == & (e:E. isrcv(kind(e))  loc(e) = destination(lnk(kind(e))))
Def == & (e:E, l:IdLnk.
Def == & (loc(e) = source(l)  sends(l,e) = nil  Msg_sub(l; M) List)
Def == & (e,e':E.
Def == & (isrcv(kind(e))
Def == & (
Def == & (isrcv(kind(e'))
Def == & (
Def == & (lnk(kind(e)) = lnk(kind(e'))
Def == & (
Def == & ((causl(e,e')
Def == & ((
Def == & ((causl(sender(e),sender(e'))
Def == & (( sender(e) = sender(e')  E & index(e)<index(e')))
Def == & (e:E, l:IdLnk, n:||sends(l,e)||.
Def == & (e':E. 
Def == & (isrcv(kind(e')) & lnk(kind(e')) = l & sender(e') = e & index(e') = n)

is mentioned by

Thm* E:Type, eq:EqDecider(E), T,V:(IdIdType), M:(IdLnkIdType), Thm* loc:(EId), k:(EKnd), v:(e:Eeventtype(k;loc;V;M;e)), Thm* w,a:(x:Ide:ET(loc(e),x)), snds:(l:IdLnkE(Msg_sub(l; M) List)), Thm* sndr:({e:E| isrcv(k(e)) }E), i:(e:{e:E| isrcv(k(e)) }||snds Thm* sndr:({e:E| isrcv(k(e)) }E), i:(e:{e:E| isrcv(k(e)) }||(lnk(k(e)) Thm* sndr:({e:E| isrcv(k(e)) }E), i:(e:{e:E| isrcv(k(e)) }||,sndr(e))||), Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms{i:l} Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(E; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(T; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(M; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(loc; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(k; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(v; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(w; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(a; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(snds; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(sndr; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(i; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(f; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(prd; Thm* f:(E), prd:({e':E| f(e') }E), cl:(EEProp), p:ESAxioms(cl). Thm* mk-es(E; eq; T; V; M; loc; k; v; w; a; snds; sndr; i; f; prd; cl; p)  ES

[mk-es_wf]

Def ES Def == E:Type Def == EqDecider(E)(T:IdIdType Def == EqDecider(E)(V:IdIdType Def == EqDecider(E)(M:IdLnkIdType Def == EqDecider(E)(Top(loc:EId Def == EqDecider(E)(Top(kind:EKnd Def == EqDecider(E)(Top(val:(e:Eeventtype(kind;loc;V;M;e)) Def == EqDecider(E)(Top(when:(x:Ide:ET(loc(e),x)) Def == EqDecider(E)(Top(after:(x:Ide:ET(loc(e),x)) Def == EqDecider(E)(Top(sends:(l:IdLnkE(Msg_sub(l; M) List)) Def == EqDecider(E)(Top(sender:{e:E| isrcv(kind(e)) }E Def == EqDecider(E)(Top(index:(e:{e:E| isrcv(kind(e)) }||sends Def == EqDecider(E)(Top(index:(e:{e:E| isrcv(kind(e)) }||(lnk(kind(e)) Def == EqDecider(E)(Top(index:(e:{e:E| isrcv(kind(e)) }||,sender(e))||) Def == EqDecider(E)(Top(first:E Def == EqDecider(E)(Top(pred:{e':E| (first(e')) }E Def == EqDecider(E)(Top(causl:EEProp Def == EqDecider(E)(Top(ESAxioms{i:l} Def == EqDecider(E)(Top(ESAxioms(E; Def == EqDecider(E)(Top(ESAxioms(T; Def == EqDecider(E)(Top(ESAxioms(M; Def == EqDecider(E)(Top(ESAxioms(loc; Def == EqDecider(E)(Top(ESAxioms(kind; Def == EqDecider(E)(Top(ESAxioms(val; Def == EqDecider(E)(Top(ESAxioms(when; Def == EqDecider(E)(Top(ESAxioms(after; Def == EqDecider(E)(Top(ESAxioms(sends; Def == EqDecider(E)(Top(ESAxioms(sender; Def == EqDecider(E)(Top(ESAxioms(index; Def == EqDecider(E)(Top(ESAxioms(first; Def == EqDecider(E)(Top(ESAxioms(pred; Def == EqDecider(E)(Top(ESAxioms(causl) Def == EqDecider(E)(Top(Top))

[event_system]

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