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The given Problem was:
a ->
a a a -> b
b c -> c c a b
c ->
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A self-embedding rewrite structure for the given SRS is:
b c c c c c c --(14)-> c c b c c c c c c b (#57010)
OC+OC at 5
OC: b c c c c c c --(13)-> c c b c c a c c c c b (#49958)
OC+OC at 3
OC: b c c c --(8)-> c c b b (#907)
OC+OC at 2
OC: b c c c --(7)-> c c a a a b (#536)
OC+OC at 4
OC: b c c c --(6)-> c c a a c a b (#201)
OC+OC at 3
OC: b c --(1)-> c c a b (#3)
Rule
OC: b c c --(5)-> a c a b (#59)
OC+OC at 0
OC: b c c --(4)-> c a c a b (#18)
OC+OC at 2
OC: b c --(2)-> c a b (#6)
OC+OC at 0
OC: b c --(1)-> c c a b (#3)
Rule
OC: c --(1)-> (#4)
Rule
OC: b c --(2)-> c a b (#6)
OC+OC at 0
OC: b c --(1)-> c c a b (#3)
Rule
OC: c --(1)-> (#4)
Rule
OC: c --(1)-> (#4)
Rule
OC: c --(1)-> (#4)
Rule
OC: a a a --(1)-> b (#2)
Rule
OC: b c c c --(5)-> c c a c c c c b (#208)
OC+OC at 3
OC: b c --(1)-> c c a b (#3)
Rule
OC: b c c --(4)-> c c c c b (#26)
OC+OC at 2
OC: b c --(2)-> c c b (#5)
OC+OC at 2
OC: b c --(1)-> c c a b (#3)
Rule
OC: a --(1)-> (#1)
Rule
OC: b c --(2)-> c c b (#5)
OC+OC at 2
OC: b c --(1)-> c c a b (#3)
Rule
OC: a --(1)-> (#1)
Rule
OC: a --(1)-> (#1)
Rule
Hence, the SRS is non-terminating.