We have defined a transformation γ from data flow networks to process algebras specifications. The behaviour of γ(N) in terms of the interleaving of observable actions corresponds to the traces of network N in the traces model. This opens the possibility of applying the tools and the theory developed for the process algebras to analyse data flow networks. An important field is verification where the tools of the process algebras can be significantly applied to prove networks equivalence
AbstractWe define an algebraic language for networks of synchronously communicating asynchronous pro...
This chapter addresses a range of issues that arise when process algebras and Petri nets are combine...
AbstractAfter 25 years of research (19 personally) into process algebras, I ask what areas of mathem...
AbstractData flow networks are a model of concurrent computation. They consist of a collection of co...
We develop an algebraic theory of synchronous dataflow networks. First, a basic algebraic theory of ...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis)...
International audienceThis paper proves that labelled flows are expressive enough to contain all pro...
AbstractWe consider the problem of determining when two dataflow networks with uninterpreted nodes a...
Various process algebras have been introduced for reasoning about concurrent systems. Some of them i...
We define an algebraic language for networks of synchronously communicating processes. A node in the...
A dataflow network consists of nodes that communicate over perfect FIFO channels. For dataflow netwo...
AbstractIt is shown that the Meije algebra of processes can be expressed in a flow algebra, the alge...
Algebraic Theory of Processes provides the first general and systematic introduction to the semantic...
International audienceThis paper presents the mechanization of a process algebra for Mobile Ad hoc N...
AbstractWe define an algebraic language for networks of synchronously communicating asynchronous pro...
This chapter addresses a range of issues that arise when process algebras and Petri nets are combine...
AbstractAfter 25 years of research (19 personally) into process algebras, I ask what areas of mathem...
AbstractData flow networks are a model of concurrent computation. They consist of a collection of co...
We develop an algebraic theory of synchronous dataflow networks. First, a basic algebraic theory of ...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis)...
International audienceThis paper proves that labelled flows are expressive enough to contain all pro...
AbstractWe consider the problem of determining when two dataflow networks with uninterpreted nodes a...
Various process algebras have been introduced for reasoning about concurrent systems. Some of them i...
We define an algebraic language for networks of synchronously communicating processes. A node in the...
A dataflow network consists of nodes that communicate over perfect FIFO channels. For dataflow netwo...
AbstractIt is shown that the Meije algebra of processes can be expressed in a flow algebra, the alge...
Algebraic Theory of Processes provides the first general and systematic introduction to the semantic...
International audienceThis paper presents the mechanization of a process algebra for Mobile Ad hoc N...
AbstractWe define an algebraic language for networks of synchronously communicating asynchronous pro...
This chapter addresses a range of issues that arise when process algebras and Petri nets are combine...
AbstractAfter 25 years of research (19 personally) into process algebras, I ask what areas of mathem...