We present a new approach for proving termination of rewrite systems by innermost termination. From the resulting abstract criterion we derive concrete conditions, based on critical peak properties, under which innermost termination implies termination (and confluence). Finally, we show how to apply the main results for providing new sufficient conditions for the modularity of termination
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
AbstractIt is well-known that termination is not a modular property of term rewriting systems, i.e.,...
Rewriting is a computational process in which one term is derived from another by replacing a subter...
We investigate restricted termination and confluence properties of term rewriting systems, in partic...
We investigate restricted termination and confluence properties of term rewritADing systems, in part...
Modular properties of term rewriting systems, i.e. properties which are preserved under disjoint uni...
AbstractRecently, Arts and Giesl developed the dependency pair approach which allows automated termi...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
Modular properties of term rewriting systems, i.e. properties which are preserved under disjoint uni...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We investigate the modularity behaviour of termination and confluence properties of (join) condition...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
. Term rewriting systems play an important role in various areas, e.g. in abstract data type specifi...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
AbstractIt is well-known that termination is not a modular property of term rewriting systems, i.e.,...
Rewriting is a computational process in which one term is derived from another by replacing a subter...
We investigate restricted termination and confluence properties of term rewriting systems, in partic...
We investigate restricted termination and confluence properties of term rewritADing systems, in part...
Modular properties of term rewriting systems, i.e. properties which are preserved under disjoint uni...
AbstractRecently, Arts and Giesl developed the dependency pair approach which allows automated termi...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
Modular properties of term rewriting systems, i.e. properties which are preserved under disjoint uni...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We investigate the modularity behaviour of termination and confluence properties of (join) condition...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
. Term rewriting systems play an important role in various areas, e.g. in abstract data type specifi...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
We propose two generalizations of innermost rewriting for which we prove that termination of innermo...
AbstractIt is well-known that termination is not a modular property of term rewriting systems, i.e.,...
Rewriting is a computational process in which one term is derived from another by replacing a subter...