Class PlParser
- Direct Known Subclasses:
QbfParser
This class implements a parser for propositional logic. The BNF for a
propositional belief set is given by (starting symbol is FORMULASET)
FORMULASET ::== FORMULA ( "\n" FORMULA )*
FORMULA ::== PROPOSITION | "(" FORMULA ")" | FORMULA ">>" FORMULA | FORMULA "||" FORMULA | FORMULA "=>" FORMULA | FORMULA "<=>" FORMULA | FORMULA "^^" FORMULA | "!" FORMULA | "+" | "-"
PROPOSITION is a sequence of characters excluding |,&,!,(,),=,<,> and whitespace characters.
FORMULASET ::== FORMULA ( "\n" FORMULA )*
FORMULA ::== PROPOSITION | "(" FORMULA ")" | FORMULA ">>" FORMULA | FORMULA "||" FORMULA | FORMULA "=>" FORMULA | FORMULA "<=>" FORMULA | FORMULA "^^" FORMULA | "!" FORMULA | "+" | "-"
PROPOSITION is a sequence of characters excluding |,&,!,(,),=,<,> and whitespace characters.
- Author:
- Matthias Thimm, Bastian Wolf
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Constructor Summary
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Method Summary
Modifier and TypeMethodDescriptionparseBeliefBase
(Reader reader) Parses the given reader into a belief base of the given type.parseFormula
(Reader reader) Parses the given reader into a formula of the given type.Methods inherited from class org.tweetyproject.commons.Parser
isNumeric, parseBeliefBase, parseBeliefBaseFromFile, parseFormula, parseFormulaFromFile, parseListOfBeliefBases, parseListOfBeliefBases, parseListOfBeliefBasesFromFile, parseListOfBeliefBasesFromFile
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Constructor Details
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PlParser
public PlParser()Default Constructor
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Method Details
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parseBeliefBase
Description copied from class:Parser
Parses the given reader into a belief base of the given type.- Specified by:
parseBeliefBase
in classParser<PlBeliefSet,
PlFormula> - Parameters:
reader
- a reader- Returns:
- a belief base
- Throws:
ParserException
- some parsing exceptions may be added here.
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parseFormula
Description copied from class:Parser
Parses the given reader into a formula of the given type.- Specified by:
parseFormula
in classParser<PlBeliefSet,
PlFormula> - Parameters:
reader
- a reader- Returns:
- a formula
- Throws:
ParserException
- some parsing exceptions may be added here.
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