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TRS Standard pair #487068847
details
property
value
status
complete
benchmark
forward_instantiation.xml
ran by
Akihisa Yamada
cpu timeout
1200 seconds
wallclock timeout
300 seconds
memory limit
137438953472 bytes
execution host
n178.star.cs.uiowa.edu
space
AProVE_04
run statistics
property
value
solver
ttt2-1.20
configuration
ttt2
runtime (wallclock)
0.503222 seconds
cpu usage
0.942842
user time
0.568877
system time
0.373965
max virtual memory
96176.0
max residence set size
57980.0
stage attributes
key
value
starexec-result
YES
output
YES Problem: f(x,y,z) -> g(x,y,z) g(0(),1(),x) -> f(x,x,x) Proof: DP Processor: DPs: f#(x,y,z) -> g#(x,y,z) g#(0(),1(),x) -> f#(x,x,x) TRS: f(x,y,z) -> g(x,y,z) g(0(),1(),x) -> f(x,x,x) TDG Processor: DPs: f#(x,y,z) -> g#(x,y,z) g#(0(),1(),x) -> f#(x,x,x) TRS: f(x,y,z) -> g(x,y,z) g(0(),1(),x) -> f(x,x,x) graph: g#(0(),1(),x) -> f#(x,x,x) -> f#(x,y,z) -> g#(x,y,z) f#(x,y,z) -> g#(x,y,z) -> g#(0(),1(),x) -> f#(x,x,x) Bounds Processor: bound: 3 enrichment: roof automaton: final states: {11,10} transitions: g3(7,7,7) -> 7* g3(9,9,9) -> 7* g3(8,8,8) -> 7* f{#,0}(8,7,7) -> 10* f{#,0}(7,9,9) -> 10* f{#,0}(8,8,7) -> 10* f{#,0}(7,7,9) -> 10* f{#,0}(9,9,8) -> 10* f{#,0}(9,8,9) -> 10* f{#,0}(8,7,9) -> 10* f{#,0}(7,9,7) -> 10* f{#,0}(9,9,9) -> 10* f{#,0}(7,9,8) -> 10* f{#,0}(9,7,7) -> 10* f{#,0}(9,8,8) -> 10* f{#,0}(8,8,9) -> 10* f{#,0}(8,9,9) -> 10* f{#,0}(8,7,8) -> 10* f{#,0}(8,8,8) -> 10* f{#,0}(7,8,8) -> 10* f{#,0}(9,7,9) -> 10* f{#,0}(8,9,7) -> 10* f{#,0}(7,7,8) -> 10* f{#,0}(7,7,7) -> 10* f{#,0}(8,9,8) -> 10* f{#,0}(9,8,7) -> 10* f{#,0}(9,7,8) -> 10* f{#,0}(7,8,7) -> 10* f{#,0}(9,9,7) -> 10* f{#,0}(7,8,9) -> 10* g{#,3}(7,7,7) -> 10* g{#,3}(9,9,9) -> 10* g{#,3}(8,8,8) -> 10* f{#,1}(8,8,8) -> 11* f{#,1}(9,9,9) -> 11* f{#,1}(7,7,7) -> 11* f2(9,9,9) -> 7* f2(8,8,8) -> 7* f2(7,7,7) -> 7* 00() -> 8* g{#,0}(8,7,9) -> 11* g{#,0}(9,8,9) -> 11* g{#,0}(9,7,7) -> 11* g{#,0}(8,8,8) -> 11* g{#,0}(7,7,8) -> 11* g{#,0}(7,7,7) -> 11* g{#,0}(7,9,7) -> 11* g{#,0}(8,9,9) -> 11* g{#,0}(9,9,9) -> 11* g{#,0}(8,9,8) -> 11* g{#,0}(7,8,9) -> 11* g{#,0}(9,7,8) -> 11* g{#,0}(9,7,9) -> 11* g{#,0}(8,8,9) -> 11* g{#,0}(9,9,7) -> 11* g{#,0}(9,9,8) -> 11* g{#,0}(8,7,8) -> 11* g{#,0}(7,8,8) -> 11* g{#,0}(8,9,7) -> 11* g{#,0}(8,8,7) -> 11* g{#,0}(7,8,7) -> 11* g{#,0}(9,8,7) -> 11* g{#,0}(7,9,9) -> 11* g{#,0}(8,7,7) -> 11* g{#,0}(7,7,9) -> 11* g{#,0}(9,8,8) -> 11* g{#,0}(7,9,8) -> 11* g1(9,7,7) -> 7* g1(7,9,8) -> 7* g1(8,7,9) -> 7*
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