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TRS_Relative 2019-03-21 03.54 pair #429988706
details
property
value
status
complete
benchmark
rt3-9.xml
ran by
Akihisa Yamada
cpu timeout
1200 seconds
wallclock timeout
300 seconds
memory limit
137438953472 bytes
execution host
n113.star.cs.uiowa.edu
space
Relative_05
run statistics
property
value
solver
ttt2-1.19
configuration
ttt2
runtime (wallclock)
2.33281 seconds
cpu usage
8.02175
user time
5.89408
system time
2.12767
max virtual memory
3324112.0
max residence set size
74752.0
stage attributes
key
value
starexec-result
YES
output
6.78/2.32 YES 6.78/2.32 6.78/2.32 Problem: 6.78/2.32 strict: 6.78/2.32 l(m(x)) -> m(l(x)) 6.78/2.32 m(r(x)) -> r(m(x)) 6.78/2.32 f(m(x),y) -> f(x,m(y)) 6.78/2.32 weak: 6.78/2.32 b() -> l(b()) 6.78/2.32 f(x,y) -> f(x,r(y)) 6.78/2.32 6.78/2.32 Proof: 6.78/2.32 Bounds Processor: 6.78/2.32 bound: 1 6.78/2.32 enrichment: match-rt 6.78/2.32 automaton: 6.78/2.32 final states: {6} 6.78/2.32 transitions: 6.78/2.32 m1(20) -> 20* 6.78/2.32 m1(6) -> 20* 6.78/2.32 l1(39) -> 39,6 6.78/2.32 r1(20) -> 20* 6.78/2.32 r1(6) -> 20* 6.78/2.32 f1(6,20) -> 6* 6.78/2.32 l0(6) -> 6* 6.78/2.32 m0(6) -> 6* 6.78/2.32 b1() -> 39* 6.78/2.32 r0(6) -> 6* 6.78/2.32 f0(6,6) -> 6* 6.78/2.32 b0() -> 6* 6.78/2.32 problem: 6.78/2.32 strict: 6.78/2.32 l(m(x)) -> m(l(x)) 6.78/2.32 m(r(x)) -> r(m(x)) 6.78/2.32 weak: 6.78/2.32 b() -> l(b()) 6.78/2.32 f(x,y) -> f(x,r(y)) 6.78/2.32 Matrix Interpretation Processor: dim=2 6.78/2.32 6.78/2.32 interpretation: 6.78/2.32 [0] 6.78/2.32 [b] = [0], 6.78/2.32 6.78/2.32 [1 0] [1 2] [0] 6.78/2.32 [f](x0, x1) = [0 0]x0 + [0 0]x1 + [1], 6.78/2.32 6.78/2.32 6.78/2.32 [r](x0) = x0, 6.78/2.32 6.78/2.32 [2 1] 6.78/2.32 [l](x0) = [0 1]x0, 6.78/2.32 6.78/2.32 [0] 6.78/2.32 [m](x0) = x0 + [3] 6.78/2.32 orientation: 6.78/2.32 [2 1] [3] [2 1] [0] 6.78/2.32 l(m(x)) = [0 1]x + [3] >= [0 1]x + [3] = m(l(x)) 6.78/2.32 6.78/2.32 [0] [0] 6.78/2.32 m(r(x)) = x + [3] >= x + [3] = r(m(x)) 6.78/2.32 6.78/2.32 [0] [0] 6.78/2.32 b() = [0] >= [0] = l(b()) 6.78/2.32 6.78/2.32 [1 0] [1 2] [0] [1 0] [1 2] [0] 6.78/2.32 f(x,y) = [0 0]x + [0 0]y + [1] >= [0 0]x + [0 0]y + [1] = f(x,r(y)) 6.78/2.32 problem: 6.78/2.32 strict: 6.78/2.32 m(r(x)) -> r(m(x)) 6.78/2.32 weak: 6.78/2.32 b() -> l(b()) 6.78/2.32 f(x,y) -> f(x,r(y)) 6.78/2.32 Matrix Interpretation Processor: dim=2 6.78/2.32 6.78/2.32 interpretation: 6.78/2.32 [0] 6.78/2.32 [b] = [1], 6.78/2.32 6.78/2.32 [2 0] [1 0] 6.78/2.32 [f](x0, x1) = [0 0]x0 + [0 0]x1, 6.78/2.32 6.78/2.32 [1 0] [0] 6.78/2.32 [r](x0) = [0 2]x0 + [2], 6.78/2.32 6.78/2.32 [2 0] 6.78/2.32 [l](x0) = [0 0]x0, 6.78/2.32 6.78/2.32 [1 1] 6.78/2.32 [m](x0) = [0 1]x0 6.78/2.32 orientation: 6.78/2.32 [1 2] [2] [1 1] [0] 6.78/2.32 m(r(x)) = [0 2]x + [2] >= [0 2]x + [2] = r(m(x)) 6.78/2.32 6.78/2.32 [0] [0] 6.78/2.32 b() = [1] >= [0] = l(b()) 6.78/2.32 6.78/2.32 [2 0] [1 0] [2 0] [1 0] 6.78/2.32 f(x,y) = [0 0]x + [0 0]y >= [0 0]x + [0 0]y = f(x,r(y)) 6.78/2.32 problem: 6.78/2.32 strict:
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