AbstractTwo simple but powerful tools are introduced in LR theory, viz. item grammars and parsing automata. Parsing automata are used to define a large class of correct prefix parsers operating in linear time. DeRemer's and Pager's parsing methods turn out to be special cases. LL and LC tests, as well as inclusion theorems for the classes of LL, LC, and LR grammars will be based on parsing automata, too
AbstractThe LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between p...
AbstractThe algorithm we present here generates finite-state automata for potentially unbounded exam...
LR-regular grammars are defined similarly to Knuth's LR(k) grammars, with the following exception: a...
In parsing theory, LL parsing and LR parsing are regarded to be two distinct methods. In this paper ...
textabstractIn parsing theory, LL parsing and LR parsing are regarded to be two distinct methods. In...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
AbstractThe algorithm we present here generates finite-state automata for potentially unbounded exam...
AbstractLR parsers have long been known as being an efficient algorithm for recognizing deterministi...
The theory of LL(k) parsing of context-free grammars is developed as a dual of the theory of LR(k) p...
A general framework for the development of parsing algorithms in dynamic programming for Linear Inde...
For each state in the LR(0) automaton of a context-free grammar, there exists a language consisting ...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
AbstractThe LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between p...
AbstractThe algorithm we present here generates finite-state automata for potentially unbounded exam...
LR-regular grammars are defined similarly to Knuth's LR(k) grammars, with the following exception: a...
In parsing theory, LL parsing and LR parsing are regarded to be two distinct methods. In this paper ...
textabstractIn parsing theory, LL parsing and LR parsing are regarded to be two distinct methods. In...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
AbstractThe algorithm we present here generates finite-state automata for potentially unbounded exam...
AbstractLR parsers have long been known as being an efficient algorithm for recognizing deterministi...
The theory of LL(k) parsing of context-free grammars is developed as a dual of the theory of LR(k) p...
A general framework for the development of parsing algorithms in dynamic programming for Linear Inde...
For each state in the LR(0) automaton of a context-free grammar, there exists a language consisting ...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
The LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between program d...
AbstractThe LR(k)-parsing algorithm is derived, i.e., presented and proved as an interplay between p...
AbstractThe algorithm we present here generates finite-state automata for potentially unbounded exam...
LR-regular grammars are defined similarly to Knuth's LR(k) grammars, with the following exception: a...
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