AbstractWe use the π-calculus to model the evolution of biochemical systems, taking advantage of their similarities with global computation applications. First, we present a reduction semantics for the π-calculus from which causality and concurrency can be mechanically derived. We prove that our semantics agrees with the causal definitions presented in the literature. We also extend our semantics to model biological compartments. Then, we show the applicability of our proposal on a couple of biological examples
AbstractWe report on a technique for modelling biological systems based on the ntcc calculus, a mode...
AbstractIn this work an extension of stochastic π-calculus with biological transactions is presented...
The objective of this thesis is to explore formal descriptions for the structure and functioning of ...
AbstractWe use the π-calculus to model the evolution of biochemical systems, taking advantage of the...
We use the pi-calculus to model the evolution of biochemical systems, taking advantage of their simi...
We present a reduction semantics for the π-calculus from which causality and concurrency can be mech...
An increasing number of researchers is trying to define models of biochemical pathways via theoretic...
We report on a technique for modelling biological systems based on the ntcc calculus, a model of co...
We formally characterize a set of causality-based properties of metabolic networks. This set of prop...
Modelling is becoming a necessity in studying biological signalling pathways, because the combinator...
AbstractA language of formal proteins, the κ-calculus, is introduced. Interactions are modeled at th...
AbstractThe use of process calculi to represent biological systems has led to the design of differen...
AbstractThe use of process calculi to represent biological systems has led to the design of differen...
Causal relations allow us to understand the causes of single transitions/ events in a computation an...
AbstractIn this work an extension of stochastic π-calculus with biological transactions is presented...
AbstractWe report on a technique for modelling biological systems based on the ntcc calculus, a mode...
AbstractIn this work an extension of stochastic π-calculus with biological transactions is presented...
The objective of this thesis is to explore formal descriptions for the structure and functioning of ...
AbstractWe use the π-calculus to model the evolution of biochemical systems, taking advantage of the...
We use the pi-calculus to model the evolution of biochemical systems, taking advantage of their simi...
We present a reduction semantics for the π-calculus from which causality and concurrency can be mech...
An increasing number of researchers is trying to define models of biochemical pathways via theoretic...
We report on a technique for modelling biological systems based on the ntcc calculus, a model of co...
We formally characterize a set of causality-based properties of metabolic networks. This set of prop...
Modelling is becoming a necessity in studying biological signalling pathways, because the combinator...
AbstractA language of formal proteins, the κ-calculus, is introduced. Interactions are modeled at th...
AbstractThe use of process calculi to represent biological systems has led to the design of differen...
AbstractThe use of process calculi to represent biological systems has led to the design of differen...
Causal relations allow us to understand the causes of single transitions/ events in a computation an...
AbstractIn this work an extension of stochastic π-calculus with biological transactions is presented...
AbstractWe report on a technique for modelling biological systems based on the ntcc calculus, a mode...
AbstractIn this work an extension of stochastic π-calculus with biological transactions is presented...
The objective of this thesis is to explore formal descriptions for the structure and functioning of ...