AbstractWe consider an extended algebra of regular events (languages) with intersection besides the usual operations. This algebra has the structure of a distributive lattice with monotonic operations; the latter property is crucial for some applications. We give a new complete Horn-equational axiomatization of the algebra and develop some term-rewriting techniques for constructing logical inferences of valid equations
This is a library of constructions on regular expressions and lan-guages. It provides the operations...
We provide a finite equational axiomatization for bisimulation equivalence of nondeterministic inter...
Regular algebra is the algebra of regular expressions as induced by regular language identity. We us...
We concider an extened algebra of regular events (languages) with intersection besides the usual ope...
We consider an extended algebra of regular events (languages) with intersection besides the usual op...
AbstractWe consider an extended algebra of regular events (languages) with intersection besides the ...
Regular algebras axiomatise the equational theory of regular ex-pressions as induced by regular lang...
Regular algebras axiomatise the equational theory of regular ex-pressions as induced by regular lang...
We give a finitary axiomatization of the algebra of regular events involving only equations and equa...
AbstractWe give a finitary axiomatization of the algebra of regular events involving only equations ...
We provide a finite equational axiomatization for bisimulation equivalence of nondeterministic inter...
The use of derivatives for efficiently deciding equivalence and membership in regular languages has ...
The study of regular expressions, possibly extended with operators other than the usual union, conca...
AbstractWe give a finitary axiomatization of the algebra of regular events involving only equations ...
This is a library of constructions on regular expressions and lan-guages. It provides the operations...
This is a library of constructions on regular expressions and lan-guages. It provides the operations...
We provide a finite equational axiomatization for bisimulation equivalence of nondeterministic inter...
Regular algebra is the algebra of regular expressions as induced by regular language identity. We us...
We concider an extened algebra of regular events (languages) with intersection besides the usual ope...
We consider an extended algebra of regular events (languages) with intersection besides the usual op...
AbstractWe consider an extended algebra of regular events (languages) with intersection besides the ...
Regular algebras axiomatise the equational theory of regular ex-pressions as induced by regular lang...
Regular algebras axiomatise the equational theory of regular ex-pressions as induced by regular lang...
We give a finitary axiomatization of the algebra of regular events involving only equations and equa...
AbstractWe give a finitary axiomatization of the algebra of regular events involving only equations ...
We provide a finite equational axiomatization for bisimulation equivalence of nondeterministic inter...
The use of derivatives for efficiently deciding equivalence and membership in regular languages has ...
The study of regular expressions, possibly extended with operators other than the usual union, conca...
AbstractWe give a finitary axiomatization of the algebra of regular events involving only equations ...
This is a library of constructions on regular expressions and lan-guages. It provides the operations...
This is a library of constructions on regular expressions and lan-guages. It provides the operations...
We provide a finite equational axiomatization for bisimulation equivalence of nondeterministic inter...
Regular algebra is the algebra of regular expressions as induced by regular language identity. We us...