details

property	value
status	timeout (wallclock)
benchmark	parsexp.xml
ran by	Akihisa Yamada
cpu timeout	1200 seconds
wallclock timeout	300 seconds
memory limit	137438953472 bytes
space	Frederiksen_Glenstrup

run statistics

property	value
solver	tct 2018-07-13
configuration	tct_rci
runtime (wallclock)	294.17037797 seconds
cpu usage	969.856279395
max memory	2.299838464E9

stage attributes

unavailable

output

/export/starexec/sandbox/solver/bin/starexec_run_tct_rci /export/starexec/sandbox/benchmark/theBenchmark.xml /export/starexec/sandbox/output/output_files -------------------------------------------------------------------------------- MAYBE * Step 1: Failure MAYBE + Considered Problem: - Strict TRS: atom(Cons(x,xs)) -> xs atom(Nil()) -> Nil() eqAlph(Div(),Div()) -> True() eqAlph(Div(),LPar()) -> False() eqAlph(Div(),Minus()) -> False() eqAlph(Div(),Mul()) -> False() eqAlph(Div(),Plus()) -> False() eqAlph(Div(),RPar()) -> False() eqAlph(Div(),Val(int2)) -> False() eqAlph(LPar(),Div()) -> False() eqAlph(LPar(),LPar()) -> True() eqAlph(LPar(),Minus()) -> False() eqAlph(LPar(),Mul()) -> False() eqAlph(LPar(),Plus()) -> False() eqAlph(LPar(),RPar()) -> False() eqAlph(LPar(),Val(int2)) -> False() eqAlph(Minus(),Div()) -> False() eqAlph(Minus(),LPar()) -> False() eqAlph(Minus(),Minus()) -> True() eqAlph(Minus(),Mul()) -> False() eqAlph(Minus(),Plus()) -> False() eqAlph(Minus(),RPar()) -> False() eqAlph(Minus(),Val(int2)) -> False() eqAlph(Mul(),Div()) -> False() eqAlph(Mul(),LPar()) -> False() eqAlph(Mul(),Minus()) -> False() eqAlph(Mul(),Mul()) -> True() eqAlph(Mul(),Plus()) -> False() eqAlph(Mul(),RPar()) -> False() eqAlph(Mul(),Val(int2)) -> False() eqAlph(Plus(),Div()) -> False() eqAlph(Plus(),LPar()) -> False() eqAlph(Plus(),Minus()) -> False() eqAlph(Plus(),Mul()) -> False() eqAlph(Plus(),Plus()) -> True() eqAlph(Plus(),RPar()) -> False() eqAlph(Plus(),Val(int2)) -> False() eqAlph(RPar(),Div()) -> False() eqAlph(RPar(),LPar()) -> False() eqAlph(RPar(),Minus()) -> False() eqAlph(RPar(),Mul()) -> False() eqAlph(RPar(),Plus()) -> False() eqAlph(RPar(),RPar()) -> True() eqAlph(RPar(),Val(int2)) -> False() eqAlph(Val(int),Div()) -> False() eqAlph(Val(int),LPar()) -> False() eqAlph(Val(int),Minus()) -> False() eqAlph(Val(int),Mul()) -> False() eqAlph(Val(int),Plus()) -> False() eqAlph(Val(int),RPar()) -> False() eqAlph(Val(int),Val(int2)) -> !EQ(int2,int) expr(xs) -> expr[Let](xs,term(xs)) factor(Cons(Div(),xs)) -> xs factor(Cons(LPar(),xs)) -> factor[Ite][True][Let](Cons(LPar(),xs),expr(Cons(LPar(),xs))) factor(Cons(Minus(),xs)) -> xs factor(Cons(Mul(),xs)) -> xs factor(Cons(Plus(),xs)) -> xs factor(Cons(RPar(),xs)) -> xs factor(Cons(Val(int),xs)) -> xs head(Cons(x,xs)) -> x member(x,Nil()) -> False() member(x',Cons(x,xs)) -> member[Ite][True][Ite](eqAlph(x,x'),x',Cons(x,xs)) notEmpty(Cons(x,xs)) -> True() notEmpty(Nil()) -> False() parsexp(xs) -> expr(xs) term(xs) -> term[Let](xs,factor(xs)) - Weak TRS: !EQ(0(),0()) -> True() !EQ(0(),S(y)) -> False() !EQ(S(x),0()) -> False() !EQ(S(x),S(y)) -> !EQ(x,y) and(False(),False()) -> False() and(False(),True()) -> False() and(True(),False()) -> False() and(True(),True()) -> True() expr[Let](xs,Nil()) -> Nil() expr[Let](xs',Cons(x,xs)) -> expr[Let][Ite][False][Ite](member(x,Cons(Plus(),Cons(Minus(),Nil()))) ,xs' ,Cons(x,xs)) factor[Ite][True][Let](xs,Nil()) -> factor[Ite][True][Let][Ite](and(False(),eqAlph(head(Nil()),RPar())) ,xs ,Nil()) factor[Ite][True][Let](xs',Cons(Div(),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(Div(),xs)) factor[Ite][True][Let](xs',Cons(LPar(),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(LPar(),xs)) factor[Ite][True][Let](xs',Cons(Minus(),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(Minus(),xs)) factor[Ite][True][Let](xs',Cons(Mul(),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(Mul(),xs)) factor[Ite][True][Let](xs',Cons(Plus(),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(Plus(),xs)) factor[Ite][True][Let](xs',Cons(RPar(),xs)) -> factor[Ite][True][Let][Ite](True(),xs',Cons(RPar(),xs)) factor[Ite][True][Let](xs',Cons(Val(int),xs)) -> factor[Ite][True][Let][Ite](False(),xs',Cons(Val(int),xs)) member[Ite][True][Ite](False(),x',Cons(x,xs)) -> member(x',xs) popout

output may be truncated. 'popout' for the full output.

job log

popout

actions

all output return to Runti Compl Inner Rewri 22807