Nicolas Behr
Nicolas Behr
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Fundamentals of Compositional Rewriting Theory
A foundational theory of compositional categorical rewriting theory is presented, based on a collection of fibration-like properties …
Nicolas Behr
,
Russ Harmer
,
Jean Krivine
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Rewriting theory for the life sciences: A unifying theory of CTMC semantics
The Kappa biochemistry and the MØD organic chemistry frameworks are amongst the most intensely developed applications of …
Nicolas Behr
,
Jean Krivine
,
Jakob L. Andersen
,
Daniel Merkle
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Fusion of interfaces in Landau-Ginzburg models: a functorial approach
We investigate the fusion of B-type interfaces in two-dimensional supersymmetric Landau-Ginzburg models. In particular, we propose to …
Nicolas Behr
,
Stefan Fredenhagen
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Compositionality of Rewriting Rules with Conditions
We extend the notion of compositional associative rewriting as recently studied in the rule algebra framework literature to the setting …
Nicolas Behr
,
Jean Krivine
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Combinatorial Conversion and Moment Bisimulation for Stochastic Rewriting Systems
We develop a novel method to analyze the dynamics of stochastic rewriting systems evolving over finitary adhesive, extensive …
Nicolas Behr
,
Vincent Danos
,
Ilias Garnier
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Rule Algebras for Adhesive Categories (invited extended jounral version)
We demonstrate that the most well-known approach to rewriting graphical structures, the Double-Pushout (DPO) approach, possesses a …
Nicolas Behr
,
Pawel Sobocinski
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Dual Numbers and Operational Umbral Methods
Dual numbers and their higher order version are important tools for numerical computations, and in particular for finite difference …
Nicolas Behr
,
Giuseppe Dattoli
,
Ambra Lattanzi
,
Silvia Licciardi
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Operator Ordering and Solution of Pseudo-Evolutionary Equations
The solution of pseudo initial value differential equations, either ordinary or partial (including those of fractional nature), …
Nicolas Behr
,
Giuseppe Dattoli
,
Ambra Lattanzi
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Operational Methods in the Study of Sobolev-Jacobi Polynomials
Inspired by ideas from umbral calculus and based on the two types of integrals occurring in the defining equations for the gamma and …
Nicolas Behr
,
Giuseppe Dattoli
,
Gérard H.E. Duchamp
,
Silvia Licciardi
,
Karol A. Penson
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Holography as a highly efficient renormalization group flow. II. An explicit construction
We complete the reformulation of the holographic correspondence as a highly efficient renormalization group (RG) flow that can also …
Nicolas Behr
,
Ayan Mukhopadhyay
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