A dataflow network consists of nodes that communicate over perfect FIFO channels. For dataflow networks containing only deterministic nodes, a simple and elegant semantic model has been presented by Kahn. However, for nondeterministic networks, the straight-forward generalization of Kahn's model is not compositional. We present a compositional model for nondeterministic networks, which is fully abstract, i.e., it has added the least amount of extra information to Kahn's model which is necessary for attaining compositionality. The model is based on traces
We present a denotational model for mobile, timed, unbounded nondeterministic dataflow networks whos...
Increasing sizes of present-day distributed software systems call for coordination models which ar...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis...
A dataflow network consists of nodes that communicate over perfect FIFO channels. For dataflow netwo...
A dataflow network consists of nodes that communicate over perfect unbounded FIFO channels. For dat...
We discuss the problem of finding fully abstract semantic models for nondeterministic dataflow netw...
We develop and study the concept of dataflow process networks as used for exampleby Kahn to suit exa...
Almost ten years ago, Gilles Kahn used the fixed point theory of Dana Scott to define a formal and e...
In this paper we discuss a model for dataflow networks containing indeterminate operators and the a...
We develop and study the concept of dataflow process networks as used for exampleby Kahn to suit exa...
We discuss a formal model based upon dataflow, usable for high-level digital hardware design, among...
We have defined a transformation γ from data flow networks to process algebras specifications. The b...
We develop an algebraic theory of synchronous dataflow networks. First, a basic algebraic theory of ...
. We specify the black box behavior of dataflow components by characterizing the relation between th...
. We recast dataflow in a modern categorical light using profunctors as a generalisation of relation...
We present a denotational model for mobile, timed, unbounded nondeterministic dataflow networks whos...
Increasing sizes of present-day distributed software systems call for coordination models which ar...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis...
A dataflow network consists of nodes that communicate over perfect FIFO channels. For dataflow netwo...
A dataflow network consists of nodes that communicate over perfect unbounded FIFO channels. For dat...
We discuss the problem of finding fully abstract semantic models for nondeterministic dataflow netw...
We develop and study the concept of dataflow process networks as used for exampleby Kahn to suit exa...
Almost ten years ago, Gilles Kahn used the fixed point theory of Dana Scott to define a formal and e...
In this paper we discuss a model for dataflow networks containing indeterminate operators and the a...
We develop and study the concept of dataflow process networks as used for exampleby Kahn to suit exa...
We discuss a formal model based upon dataflow, usable for high-level digital hardware design, among...
We have defined a transformation γ from data flow networks to process algebras specifications. The b...
We develop an algebraic theory of synchronous dataflow networks. First, a basic algebraic theory of ...
. We specify the black box behavior of dataflow components by characterizing the relation between th...
. We recast dataflow in a modern categorical light using profunctors as a generalisation of relation...
We present a denotational model for mobile, timed, unbounded nondeterministic dataflow networks whos...
Increasing sizes of present-day distributed software systems call for coordination models which ar...
Network algebra (NA) is proposed as a uniform algebraic framework for the description (and analysis...