The original idea of the conditional linearization of non-left-linear term rewriting systems was introduced by De Vrijer [4], Klop and De Vrijer [7] for giving a simpler proof of Chew’s theorem $[2, 10] $. They developed an interesting method for proving the unique normal form property for some non-Church-Rosser, non-left-linear term rewriting system $R $. The method is based on th
Abstract. We establish some fundamental facts for infinitary orthogonal term rewriting systems (OTRS...
A uniquely converging (UC) property for a possibly nonlinear term rewriting system (TRS) is investig...
Commutativity is very useful in showing the Church-Rosser property for the union of term rewriting s...
We present a new proof of Chew's theorem, which states that normal forms are unique up to conve...
AbstractA non-leftlinear term rewriting system lacking the Church-Rosser property can sometimes be s...
AbstractA non-leftlinear term rewriting system lacking the Church-Rosser property can sometimes be s...
The last open problem regarding the modularity of the fundamental properties of Term Rewriting Syste...
AbstractThe last open problem regarding the modularity of the fundamental properties of Term Rewriti...
Many important problems in computer science can be reduced to the problem of using a set of equation...
AbstractCurrying is a transformation of term rewrite systems which may contain symbols of arbitrary ...
Within the framework of Higher-Order Rewriting Systems proposed by van Oostrom, a sufficient conditi...
AbstractWe present a new and complete proof of Chew's theorem, which states that a compatible term r...
We present a new and complete proof of Chew's theorem, which states that a compatible term rewriting...
A term rewriting system (TRS) is said to be simple-right-linear if for any rewrite rule, the right-h...
We prove a general purpose abstract Church-Rosser result that captures most existing such results th...
Abstract. We establish some fundamental facts for infinitary orthogonal term rewriting systems (OTRS...
A uniquely converging (UC) property for a possibly nonlinear term rewriting system (TRS) is investig...
Commutativity is very useful in showing the Church-Rosser property for the union of term rewriting s...
We present a new proof of Chew's theorem, which states that normal forms are unique up to conve...
AbstractA non-leftlinear term rewriting system lacking the Church-Rosser property can sometimes be s...
AbstractA non-leftlinear term rewriting system lacking the Church-Rosser property can sometimes be s...
The last open problem regarding the modularity of the fundamental properties of Term Rewriting Syste...
AbstractThe last open problem regarding the modularity of the fundamental properties of Term Rewriti...
Many important problems in computer science can be reduced to the problem of using a set of equation...
AbstractCurrying is a transformation of term rewrite systems which may contain symbols of arbitrary ...
Within the framework of Higher-Order Rewriting Systems proposed by van Oostrom, a sufficient conditi...
AbstractWe present a new and complete proof of Chew's theorem, which states that a compatible term r...
We present a new and complete proof of Chew's theorem, which states that a compatible term rewriting...
A term rewriting system (TRS) is said to be simple-right-linear if for any rewrite rule, the right-h...
We prove a general purpose abstract Church-Rosser result that captures most existing such results th...
Abstract. We establish some fundamental facts for infinitary orthogonal term rewriting systems (OTRS...
A uniquely converging (UC) property for a possibly nonlinear term rewriting system (TRS) is investig...
Commutativity is very useful in showing the Church-Rosser property for the union of term rewriting s...