We propose a notion of complexity for oriented conditional term rewritesystems satisfying certain restrictions. This notion is realistic in the sensethat it measures not only successful computations, but also partialcomputations that result in a failed rule application. A transformation tounconditional context-sensitive rewrite systems is presented which reflectsthis complexity notion, as well as a technique to derive runtime andderivational complexity bounds for the result of this transformation.Comment: This is an extended and improved version of "Conditional Complexity" as published in the proceedings of RTA 2015. It has been submitted for journal publication in LMC
Constructor rewriting systems are said to be cons-free if, roughly,constructor terms in the right-ha...
AbstractA conditional term rewriting system is called logical if it has the same logical strength as...
Standard term rewriting is well-known to enjoy nice logical and closure properties. Yet, from an ope...
We propose a notion of complexity for oriented conditional term rewrite systems. This notion is real...
This thesis is concerned with investigations into the "complexity of term rewriting systems". Moreov...
We recall the recent approach by (Zankl and Korp, 2010) to prove upper bounds on the (derivational) ...
We revisit parallel-innermost term rewriting as a model of parallel computation on inductive data st...
Derivational complexity of term rewriting considers the length of the longest rewrite sequence for a...
We present a new method to infer upper bounds on the innermost runtime complexity of term rewrite sy...
We present the first approach to deduce lower bounds for innermost runtime complexity of term rewrit...
In this paper we introduce a modular framework which allows to infer (feasible) upper bounds on the ...
Besides functional correctness, one of the most important prerequisites for the success of a piece o...
International audienceIn this workshop paper, we revisit the notion of parallel-innermost term rewri...
An automatic and easy to implement transformation of conditional term rewrite systems into computati...
. We transpose a conservative extension theorem from structural operational semantics to conditional...
Constructor rewriting systems are said to be cons-free if, roughly,constructor terms in the right-ha...
AbstractA conditional term rewriting system is called logical if it has the same logical strength as...
Standard term rewriting is well-known to enjoy nice logical and closure properties. Yet, from an ope...
We propose a notion of complexity for oriented conditional term rewrite systems. This notion is real...
This thesis is concerned with investigations into the "complexity of term rewriting systems". Moreov...
We recall the recent approach by (Zankl and Korp, 2010) to prove upper bounds on the (derivational) ...
We revisit parallel-innermost term rewriting as a model of parallel computation on inductive data st...
Derivational complexity of term rewriting considers the length of the longest rewrite sequence for a...
We present a new method to infer upper bounds on the innermost runtime complexity of term rewrite sy...
We present the first approach to deduce lower bounds for innermost runtime complexity of term rewrit...
In this paper we introduce a modular framework which allows to infer (feasible) upper bounds on the ...
Besides functional correctness, one of the most important prerequisites for the success of a piece o...
International audienceIn this workshop paper, we revisit the notion of parallel-innermost term rewri...
An automatic and easy to implement transformation of conditional term rewrite systems into computati...
. We transpose a conservative extension theorem from structural operational semantics to conditional...
Constructor rewriting systems are said to be cons-free if, roughly,constructor terms in the right-ha...
AbstractA conditional term rewriting system is called logical if it has the same logical strength as...
Standard term rewriting is well-known to enjoy nice logical and closure properties. Yet, from an ope...