Cpsc 388 compiler design and construction
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CPSC 388 – Compiler Design and Construction. Parsers – Syntax Directed Translation. Syntax Directed Translation. Translating from a sequence of tokens to some other form, based on the underlying syntax.

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CPSC 388 – Compiler Design and Construction

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Cpsc 388 compiler design and construction

CPSC 388 – Compiler Design and Construction

Parsers – Syntax Directed Translation


Syntax directed translation

Syntax Directed Translation

  • Translating from a sequence of tokens to some other form, based on the underlying syntax.

  • augment the CFG: a translation rule is defined for each production. A translation rule defines the translation of the left-hand side nonterminal as a function of:

    • constants

    • the right-hand-side nonterminals' translations

    • the right-hand-side tokens' values (e.g., the integer value associated with an INTLIT token, or the String value associated with an ID token)


Translating strings

Translating Strings

  • Build the parse tree.

  • Use the translation rules to compute the translation of each nonterminal in the tree, working bottom up (since a nonterminal's value may depend on the value of the symbols on the right-hand side, you need to work bottom-up so that those values are available).

  • The translation of the root node is the translation of the string


Build a parse tree

Build a Parse Tree

exp→ exp PLUS term

exp→ exp MINUS term

exp→ term

term→ term TIMES factor

term→ term DIVIDE factor

term→ factor

factor→ LPAREN exp RPAREN

factor→ INT_LIT

exp1.trans = exp2.trans + term.trans

exp1.trans = exp2.trans - term.trans

exp.trans = term.trans

term1.trans = term2.trans * factor.trans

term1.trans = term2.trans / factor.trans

term.trans = factor.trans

factor.trans = exp.trans

factor.trans = INT_LIT.value

Build a parse tree for the input:

2*4+5


Annotated parse tree

Annotated Parse Tree

  • Parse Tree can be annotated using the translation rules associated with each production

  • Use translation rule for root node and recurse into sub-nodes as the translation rule dictates


Example annotated parse tree

Example Annotated Parse Tree

Consider the following CFG, which defines expressions that use the three operators: +, &&, ==. Let's define a syntax-directed translation that type checks these expressions; i.e., for type-correct expressions, the translation will be the type of the expression (either INT or BOOL), and for expressions that involve type errors, the translation will be the special value ERROR. We'll use the following type rules:

  • Both operands of the + operator must be of type INT.

  • Both operands of the && operator must be of type BOOL.

  • Both operands of the == operator have the same (non-ERROR) type.


Example annotated parse tree1

Example Annotated Parse Tree

CFGTranslation rules

=== =================

exp -> exp + termif ((exp2.trans == INT) and

(term.trans == INT) then

exp1.trans = INT else

exp1.trans = ERROR

exp -> exp && termif ((exp2.trans == BOOL) and

(term.trans == BOOL) then

exp1.trans = BOOL else

exp1.trans = ERROR

exp -> exp == termif ((exp2.trans == term.trans) and

(exp2.trans != ERROR)) then

exp1.trans = BOOL else exp1.trans =

ERROR

exp -> termexp.trans = term.trans

term -> trueterm.trans = BOOL

term -> falseterm.trans = BOOL

term -> intliteralterm.trans = INT

term -> ( exp )term.trans = exp.trans

Try Input: ( 2 + 2 ) == 4 Construct Annotated Parse Tree


Create translation rules

Create Translation Rules

  • The following grammar defines the language of base-2 numbers:

    b -> 0

    b -> 1

    b -> b 0

    b -> b 1

  • Define a syntax-directed translation so that the translation of a binary number is its base 10 value. Illustrate your translation scheme by drawing the parse tree for 1001 and annotating each nonterminal in the tree with its translation.


Building ast from parse trees

Building AST from Parse Trees

  • So far, our example syntax-directed translations have produced simple values (an int or a type) as the translation of an input. In practice however, we want the parser to build an abstract-syntax tree as the translation of an input program.

  • But that is not really so different from what we've seen so far; we just need to use tree-building operations in the translation rules instead of, e.g., arithmetic operations.


Diffferences between ast and parse tree

Diffferences between AST and Parse Tree

  • Operators appear at internal nodes instead of at leaves.

  • "Chains" of single productions are collapsed.

  • Lists are "flattened".

  • Syntactic details (e.g., parentheses, commas, semi-colons) are omitted.

  • In General ASTs omit details having to do with the source language, and just contains information about the essential structure of the program.


Example abstract syntax tree

Example Abstract Syntax Tree

Construct Parse Tree for 3*(4+2)

*

3

+

4

2

For constructs other than expressions, the compiler writer has

some choices when defining the AST -- but remember that lists

(e.g., lists of declarations lists of statements, lists of parameters)

should be flattened, that operators (e.g., "assign", "while", "if")

go at internal nodes, not at leaves, and that syntactic details are

omitted.


Translation rules for asts

Translation Rules for ASTs

First need some java classes for nodes in AST

class ExpNode { }

class IntLitNode extends ExpNode {

public IntLitNode(int val) {...}

}

class PlusNode extends ExpNode {

public PlusNode( ExpNode e1, ExpNode e2 ) { ... }

}

class TimesNode extends ExpNode {

public TimesNode( ExpNode e1, ExpNode e2 ) { ... }

}


Translation rules for asts1

Translation Rules for ASTs

CFGTranslation rules

====================

exp -> exp + termexp1.trans = newPlusNode(exp2.trans,term.trans)

exp -> termexp.trans = term.trans

term -> term * factorterm1.trans = new

TimesNode(term2.trans,

factor.trans)

term -> factorterm.trans = factor.trans

factor -> INTLITERALfactor.trans = new

IntLitNode(INTLITERAL.value)

factor -> ( exp )factor.trans = exp.trans

Add to this CFG and Translation Rules for minus and divide

Draw the Parse Tree for 2+3*4 and annotate with translation


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