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20182021
most citedOn Stochastic Rewriting and Combinatorics via Rule-Algebraic Methods

5 citations · 5 across the 1 of their papers we have counts for

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cs.LO2021

Concurrency Theorems for Non-linear Rewriting Theories

Nicolas Behr, Russ Harmer, Jean Krivine

Sesqui-pushout (SqPO) rewriting along non-linear rules and for monic matches is well-known to permit the modeling of fusing and cloning of vertices and edges, yet to date, no const…

cs.LO20215 cited

On Stochastic Rewriting and Combinatorics via Rule-Algebraic Methods

Nicolas Behr

Building upon the rule-algebraic stochastic mechanics framework, we present new results on the relationship of stochastic rewriting systems described in terms of continuous-time Ma…

cs.LO2020

Efficient Computation of Graph Overlaps for Rule Composition: Theory and Z3 Prototyping

Nicolas Behr, Reiko Heckel, Maryam Ghaffari Saadat

Graph transformation theory relies upon the composition of rules to express the effects of sequences of rules. In practice, graphs are often subject to constraints, ruling out many…

cs.LO2020

Rewriting Theory for the Life Sciences: A Unifying Theory of CTMC Semantics

Nicolas Behr, Jean Krivine

The Kappa biochemistry and the MØD organo-chemistry frameworks are amongst the most intensely developed applications of rewriting theoretical methods in the life sciences to date.…

cs.LO2019

Tracelets and Tracelet Analysis Of Compositional Rewriting Systems

Nicolas Behr

Taking advantage of a recently discovered associativity property of rule compositions, we extend the classical concurrency theory for rewriting systems over adhesive categories. We…

cs.LO2019

Sesqui-Pushout Rewriting: Concurrency, Associativity and Rule Algebra Framework

Nicolas Behr

Sesqui-pushout (SqPO) rewriting is a variant of transformations of graph-like and other types of structures that fit into the framework of adhesive categories where deletion in unk…