Tool Bounds
Execution Time | 60.034454ms |
---|
Answer | TIMEOUT |
---|
Input | AG01 3.17 |
---|
stdout:
TIMEOUT
We consider the following Problem:
Strict Trs:
{ plus(s(x), y) -> s(plus(x, y))
, plus(0(), y) -> y
, sum(app(l, cons(x, cons(y, k)))) ->
sum(app(l, sum(cons(x, cons(y, k)))))
, sum(cons(x, cons(y, l))) -> sum(cons(plus(x, y), l))
, sum(cons(x, nil())) -> cons(x, nil())
, app(cons(x, l), k) -> cons(x, app(l, k))
, app(l, nil()) -> l
, app(nil(), k) -> k}
StartTerms: all
Strategy: none
Certificate: TIMEOUT
Proof:
Computation stopped due to timeout after 60.0 seconds.
Arrrr..Tool CDI
Execution Time | 60.042854ms |
---|
Answer | TIMEOUT |
---|
Input | AG01 3.17 |
---|
stdout:
TIMEOUT
Statistics:
Number of monomials: 2267
Last formula building started for bound 3
Last SAT solving started for bound 3Tool EDA
Execution Time | 60.031456ms |
---|
Answer | TIMEOUT |
---|
Input | AG01 3.17 |
---|
stdout:
TIMEOUT
We consider the following Problem:
Strict Trs:
{ plus(s(x), y) -> s(plus(x, y))
, plus(0(), y) -> y
, sum(app(l, cons(x, cons(y, k)))) ->
sum(app(l, sum(cons(x, cons(y, k)))))
, sum(cons(x, cons(y, l))) -> sum(cons(plus(x, y), l))
, sum(cons(x, nil())) -> cons(x, nil())
, app(cons(x, l), k) -> cons(x, app(l, k))
, app(l, nil()) -> l
, app(nil(), k) -> k}
StartTerms: all
Strategy: none
Certificate: TIMEOUT
Proof:
Computation stopped due to timeout after 60.0 seconds.
Arrrr..Tool IDA
Execution Time | 49.901627ms |
---|
Answer | MAYBE |
---|
Input | AG01 3.17 |
---|
stdout:
MAYBE
We consider the following Problem:
Strict Trs:
{ plus(s(x), y) -> s(plus(x, y))
, plus(0(), y) -> y
, sum(app(l, cons(x, cons(y, k)))) ->
sum(app(l, sum(cons(x, cons(y, k)))))
, sum(cons(x, cons(y, l))) -> sum(cons(plus(x, y), l))
, sum(cons(x, nil())) -> cons(x, nil())
, app(cons(x, l), k) -> cons(x, app(l, k))
, app(l, nil()) -> l
, app(nil(), k) -> k}
StartTerms: all
Strategy: none
Certificate: MAYBE
Proof:
None of the processors succeeded.
Details of failed attempt(s):
-----------------------------
1) 'matrix-interpretation of dimension 2' failed due to the following reason:
The input cannot be shown compatible
2) 'matrix-interpretation of dimension 2' failed due to the following reason:
The input cannot be shown compatible
3) 'matrix-interpretation of dimension 1' failed due to the following reason:
The input cannot be shown compatible
Arrrr..Tool TRI
Execution Time | 37.277435ms |
---|
Answer | MAYBE |
---|
Input | AG01 3.17 |
---|
stdout:
MAYBE
We consider the following Problem:
Strict Trs:
{ plus(s(x), y) -> s(plus(x, y))
, plus(0(), y) -> y
, sum(app(l, cons(x, cons(y, k)))) ->
sum(app(l, sum(cons(x, cons(y, k)))))
, sum(cons(x, cons(y, l))) -> sum(cons(plus(x, y), l))
, sum(cons(x, nil())) -> cons(x, nil())
, app(cons(x, l), k) -> cons(x, app(l, k))
, app(l, nil()) -> l
, app(nil(), k) -> k}
StartTerms: all
Strategy: none
Certificate: MAYBE
Proof:
None of the processors succeeded.
Details of failed attempt(s):
-----------------------------
1) 'matrix-interpretation of dimension 5' failed due to the following reason:
The input cannot be shown compatible
2) 'matrix-interpretation of dimension 4' failed due to the following reason:
The input cannot be shown compatible
3) 'matrix-interpretation of dimension 3' failed due to the following reason:
The input cannot be shown compatible
4) 'matrix-interpretation of dimension 2' failed due to the following reason:
The input cannot be shown compatible
5) 'matrix-interpretation of dimension 1' failed due to the following reason:
The input cannot be shown compatible
Arrrr..Tool TRI2
Execution Time | 0.422189ms |
---|
Answer | MAYBE |
---|
Input | AG01 3.17 |
---|
stdout:
MAYBE
We consider the following Problem:
Strict Trs:
{ plus(s(x), y) -> s(plus(x, y))
, plus(0(), y) -> y
, sum(app(l, cons(x, cons(y, k)))) ->
sum(app(l, sum(cons(x, cons(y, k)))))
, sum(cons(x, cons(y, l))) -> sum(cons(plus(x, y), l))
, sum(cons(x, nil())) -> cons(x, nil())
, app(cons(x, l), k) -> cons(x, app(l, k))
, app(l, nil()) -> l
, app(nil(), k) -> k}
StartTerms: all
Strategy: none
Certificate: MAYBE
Proof:
The input cannot be shown compatible
Arrrr..