Let M = ( S , I , f , s 0 , F ) be a deterministic finite-state automaton. Show that the language recognized by M , L ( M ) , is infinite if and only if there is a word x recognized by M with l ( x ) ≥ | s | .
Let M = ( S , I , f , s 0 , F ) be a deterministic finite-state automaton. Show that the language recognized by M , L ( M ) , is infinite if and only if there is a word x recognized by M with l ( x ) ≥ | s | .
Solution Summary: The author explains that L(M) is infinite if there is a word x recognized by M with l(x)ge left|Sright|.
Let
M
=
(
S
,
I
,
f
,
s
0
,
F
)
be a deterministic finite-state automaton. Show that the language recognized by
M
,
L
(
M
)
, is infinite if and only if there is a word x recognized by M with
l
(
x
)
≥
|
s
|
.
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