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There are many different models of concurrent processes. The goal of thiswork is to introduce a common formalized framework for current research in thisarea and to eliminate shortcomings of existing models of concurrency. Followingup the previous research of the authors and other researchers on concurrency,here we build a high-level metamodel EAP (event-action-process) for concurrentprocesses. This metamodel comprises a variety of other models of concurrentprocesses. We shape mathematical models for, and study events, actions, andprocesses in relation to important practical problems, such as communication innetworks, concurrent programming, and distributed computations. In the thirdsection of the work, a three-level algebra of events, actions and processes isconstructed and studied as a new stage of algebra for concurrent processes.Relations between EAP process algebra and other models of concurrency areconsidered in the fourth section of this work.

Concurrent Composition and Algebras of Events, Actions, and Processes