LL(1) parsing conflict
I'm writing a LL(1) parser for a very simple grammar. Yet I've found conflicts when trying to build the parsing table.
I'm surprised since the grammar seems simple. I don't know if I have a problem with the parser or with my understanding of LL(1) parsing. Maybe the grammar is not LL(1) in the end.
The grammar is:
1: S -> begin list
2: list -> id listPrime
3: listPrime -> id listPrime
4: | ε
My code runs into two conflicts, both for deriving listPrime
, one with the terminal symbol id
and one with the EOF
. In both cases rule 3 clashes against rule 4.
My computed FIRST
and FOLLOW
sets are:
first:
{ S: Set { 'begin' },
list: Set { 'id' },
listPrime: Set { 'id', 'eps' } },
follow:
{ S: Set { 'EOF' },
list: Set { 'EOF', 'id' },
listPrime: Set { 'EOF', 'id' } } }
parsing ll
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I'm writing a LL(1) parser for a very simple grammar. Yet I've found conflicts when trying to build the parsing table.
I'm surprised since the grammar seems simple. I don't know if I have a problem with the parser or with my understanding of LL(1) parsing. Maybe the grammar is not LL(1) in the end.
The grammar is:
1: S -> begin list
2: list -> id listPrime
3: listPrime -> id listPrime
4: | ε
My code runs into two conflicts, both for deriving listPrime
, one with the terminal symbol id
and one with the EOF
. In both cases rule 3 clashes against rule 4.
My computed FIRST
and FOLLOW
sets are:
first:
{ S: Set { 'begin' },
list: Set { 'id' },
listPrime: Set { 'id', 'eps' } },
follow:
{ S: Set { 'EOF' },
list: Set { 'EOF', 'id' },
listPrime: Set { 'EOF', 'id' } } }
parsing ll
add a comment |
I'm writing a LL(1) parser for a very simple grammar. Yet I've found conflicts when trying to build the parsing table.
I'm surprised since the grammar seems simple. I don't know if I have a problem with the parser or with my understanding of LL(1) parsing. Maybe the grammar is not LL(1) in the end.
The grammar is:
1: S -> begin list
2: list -> id listPrime
3: listPrime -> id listPrime
4: | ε
My code runs into two conflicts, both for deriving listPrime
, one with the terminal symbol id
and one with the EOF
. In both cases rule 3 clashes against rule 4.
My computed FIRST
and FOLLOW
sets are:
first:
{ S: Set { 'begin' },
list: Set { 'id' },
listPrime: Set { 'id', 'eps' } },
follow:
{ S: Set { 'EOF' },
list: Set { 'EOF', 'id' },
listPrime: Set { 'EOF', 'id' } } }
parsing ll
I'm writing a LL(1) parser for a very simple grammar. Yet I've found conflicts when trying to build the parsing table.
I'm surprised since the grammar seems simple. I don't know if I have a problem with the parser or with my understanding of LL(1) parsing. Maybe the grammar is not LL(1) in the end.
The grammar is:
1: S -> begin list
2: list -> id listPrime
3: listPrime -> id listPrime
4: | ε
My code runs into two conflicts, both for deriving listPrime
, one with the terminal symbol id
and one with the EOF
. In both cases rule 3 clashes against rule 4.
My computed FIRST
and FOLLOW
sets are:
first:
{ S: Set { 'begin' },
list: Set { 'id' },
listPrime: Set { 'id', 'eps' } },
follow:
{ S: Set { 'EOF' },
list: Set { 'EOF', 'id' },
listPrime: Set { 'EOF', 'id' } } }
parsing ll
parsing ll
asked Jan 2 at 22:55
dv1729dv1729
420317
420317
add a comment |
add a comment |
1 Answer
1
active
oldest
votes
The grammar is LL(1). Your FOLLOW sets are computed incorrectly, which can easily be verified: there is no derivation in which list
or listPrime
is followed by a token other than EOF
.
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
add a comment |
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
The grammar is LL(1). Your FOLLOW sets are computed incorrectly, which can easily be verified: there is no derivation in which list
or listPrime
is followed by a token other than EOF
.
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
add a comment |
The grammar is LL(1). Your FOLLOW sets are computed incorrectly, which can easily be verified: there is no derivation in which list
or listPrime
is followed by a token other than EOF
.
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
add a comment |
The grammar is LL(1). Your FOLLOW sets are computed incorrectly, which can easily be verified: there is no derivation in which list
or listPrime
is followed by a token other than EOF
.
The grammar is LL(1). Your FOLLOW sets are computed incorrectly, which can easily be verified: there is no derivation in which list
or listPrime
is followed by a token other than EOF
.
answered Jan 3 at 16:54
ricirici
157k20138206
157k20138206
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
add a comment |
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
Thank you so much! I was stuck at this, after realizing that FOLLOW was wrong I was able to fix the bugs quickly
– dv1729
Jan 3 at 18:42
add a comment |
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