Interpreter pattern
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In computer programming, the interpreter pattern is a design pattern that specifies how to evaluate sentences in a language. The basic idea is to have a class for each symbol (terminal or nonterminal) in a specialized computer language. The syntax tree of a sentence in the language is an instance of the composite pattern and is used to evaluate (interpret) the sentence for a client.[1]: 243 See also Composite pattern.
Uses
- Specialized database query languages such as SQL.
- Specialized computer languages that are often used to describe communication protocols.
- Most general-purpose computer languages actually incorporate several specialized languages.
Structure
Example
BNF
The following Backus–Naur form example illustrates the interpreter pattern. The grammar
expression ::= plus | minus | variable | number
plus ::= expression expression '+'
minus ::= expression expression '-'
variable ::= 'a' | 'b' | 'c' | ... | 'z'
digit = '0' | '1' | ... | '9'
number ::= digit | digit number
defines a language that contains Reverse Polish Notation expressions like:
a b + a b c + - a b + c a - -
C#
This structural code demonstrates the Interpreter patterns, which using a defined grammar, provides the interpreter that processes parsed statements.
namespace DesignPatterns.Interpreter
{
// "Context"
class Context
{
}
// "AbstractExpression"
abstract class AbstractExpression
{
public abstract void Interpret(Context context);
}
// "TerminalExpression"
class TerminalExpression : AbstractExpression
{
public override void Interpret(Context context)
{
Console.WriteLine("Called Terminal.Interpret()");
}
}
// "NonterminalExpression"
class NonterminalExpression : AbstractExpression
{
public override void Interpret(Context context)
{
Console.WriteLine("Called Nonterminal.Interpret()");
}
}
class MainApp
{
static void Main()
{
var context = new Context();
// Usually a tree
var list = new List<AbstractExpression>();
// Populate 'abstract syntax tree'
list.Add(new TerminalExpression());
list.Add(new NonterminalExpression());
list.Add(new TerminalExpression());
list.Add(new TerminalExpression());
// Interpret
foreach (AbstractExpression exp in list)
{
exp.Interpret(context);
}
}
}
}
Java
Following the interpreter pattern there is a class for each grammar rule.
import java.util.Map;
interface Expression {
public int interpret(final Map<String, Expression> variables);
}
class Number implements Expression {
private int number;
public Number(final int number) { this.number = number; }
public int interpret(final Map<String, Expression> variables) { return number; }
}
class Plus implements Expression {
Expression leftOperand;
Expression rightOperand;
public Plus(final Expression left, final Expression right) {
leftOperand = left;
rightOperand = right;
}
public int interpret(final Map<String, Expression> variables) {
return leftOperand.interpret(variables) + rightOperand.interpret(variables);
}
}
class Minus implements Expression {
Expression leftOperand;
Expression rightOperand;
public Minus(final Expression left, final Expression right) {
leftOperand = left;
rightOperand = right;
}
public int interpret(final Map<String, Expression> variables) {
return leftOperand.interpret(variables) - rightOperand.interpret(variables);
}
}
class Variable implements Expression {
private String name;
public Variable(final String name) { this.name = name; }
public int interpret(final Map<String, Expression> variables) {
if (null == variables.get(name)) return 0; // Either return new Number(0).
return variables.get(name).interpret(variables);
}
}
While the interpreter pattern does not address parsing[1]: 247 a parser is provided for completeness.
import java.util.Map;
import java.util.Stack;
class Evaluator implements Expression {
private Expression syntaxTree;
public Evaluator(final String expression) {
final Stack<Expression> expressionStack = new Stack<Expression>();
for (final String token : expression.split(" ")) {
if (token.equals("+")) {
final Expression subExpression = new Plus(expressionStack.pop(), expressionStack.pop());
expressionStack.push(subExpression);
} else if (token.equals("-")) {
// it's necessary remove first the right operand from the stack
final Expression right = expressionStack.pop();
// ..and after the left one
final Expression left = expressionStack.pop();
final Expression subExpression = new Minus(left, right);
expressionStack.push(subExpression);
} else
expressionStack.push(new Variable(token));
}
syntaxTree = expressionStack.pop();
}
public int interpret(final Map<String, Expression> context) {
return syntaxTree.interpret(context);
}
}
Finally evaluating the expression "w x z - +" with w = 5, x = 10, and z = 42.
import java.util.Map;
import java.util.HashMap;
public class InterpreterExample {
public static void main(final String[] args) {
final String expression = "w x z - +";
final Evaluator sentence = new Evaluator(expression);
final Map<String, Expression> variables = new HashMap<String, Expression>();
variables.put("w", new Number(5));
variables.put("x", new Number(10));
variables.put("z", new Number(42));
final int result = sentence.interpret(variables);
System.out.println(result);
}
}
See also
- Backus–Naur form
- Combinatory logic in computing
- Design Patterns
- Domain-specific language
- Interpreter (computing)
References
- ^ a b Gamma, Erich; Helm, Richard; Johnson, Ralph; Vlissides, John (1994). Design Patterns: Elements of Reusable Object-Oriented Software. Addison-Wesley. ISBN 0-201-63361-2.
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