Titlebook: Network Algebra; Gheorghe Ştefănescu Textbook 2000 Springer-Verlag London 2000 Concurrency and Control.Feedback.Network Algebra.algebra.ca

aspect

its the concept of simulation modeling with new applications for the criminal justice system.  The wider availability of data has made for more opportunity to verify and validate models; computing software has 978-1-4939-0205-7978-1-4614-6188-3

储备

its the concept of simulation modeling with new applications for the criminal justice system.  The wider availability of data has made for more opportunity to verify and validate models; computing software has 978-1-4939-0205-7978-1-4614-6188-3

gerontocracy

tings, mixing the two interpretations are included as well.Network Algebrawill be of interest to anyone interested in networktheory or its applications and provides them with the results needed topu978-1-85233-195-5978-1-4471-0479-7

事与愿违

Textbook 2000tive, covering models forparallel computation such as Petri netsor dataflow networks. Moreadvanced settings, mixing the two interpretations are included as well.Network Algebrawill be of interest to anyone interested in networktheory or its applications and provides them with the results needed topu

Magisterial

Brief overview of the key resultsIn this introduction we briefly present the ., a unified algebraic theory for various types of networks. This approach is the result of an effort to integrate various algebraic approaches used in computer science.

熔岩

Networks modulo graph isomorphismThis chapter introduces the kernel of the network algebra, i.e., an algebraic theory of networks modulo graph isomorphism.

连累

Algebraic models for branching constantsWe start here the study of the branching structure of networks. The subject is very complex and will be developed in many other forthcoming chapters.

极力证明

晚来的提名

transdermal

AutomataFinite state automata provide one of the oldest and best known models used in computer science. We take advantage here of certain recent results to give a short and elegant presentation of their algebraic theory.