TAILIEUCHUNG - Synchronization and Linearity An Algebra for Discrete Event Systems

Here we study the architecture and characteristics of the broker network. We are using a particular internal structure for the events (defined in XML but currently implemented as a Java object). We assume a sophisticated matching of publishers and subscribers defined as general topic objects (defined by an XML Schema that we have designed). However these are not the central issues to be discussed here. Our study should be useful whether events are defined and transported in Java/RMI or XML/SOAP or other mechanisms; it does not depend on the details of matching publishers and subscribers. Rather, we are interested in the capabilities needed in any implementation a. | Synchronization and Linearity An Algebra for Discrete Event Systems Francois Baccelli INRIA and Ecole Normale Superieure Departement d Informatique Paris France Guy Cohen Ecole Nationale des Ponts et Chaussees-CERMICS Marne la Vallee France and INRIA Geert Jan Olsder Delft University of Technology Faculty of Technical Mathematics Delft the Netherlands Jean-Pierre Quadrat Institut National de la Recherche en Informatique et en Automatique INRIA-Rocquencourt Le Chesnay France Preface to the Web Edition The first edition of this book was published in 1992 by Wiley ISBN 0 471 93609 X . Since this book is now out of print and to answer the request of several colleagues the authors have decided to make it available freely on the Web while retaining the copyright for the benefit of the scientific community. Copyright Statement This electronic document is in PDF format. One needs Acrobat Reader available freely for most platforms from the Adobe web site to benefit from the full interactive machinery using the package hyperref by Sebastian Rahtz the table of contents and all LATEX cross-references are automatically converted into clickable hyperlinks bookmarks are generated automatically etc. So do not hesitate to click on references to equation or section numbers on items of the table of contents and of the index etc. One may freely use and print this document for one s own purpose or even distribute it freely but not commercially provided it is distributed in its entirety and without modifications including this preface and copyright statement. Any use of the contents should be acknowledged according to the standard scientific practice. The authors will appreciate receiving any comments by e-mail or other means all modifications resulting from these comments in future releases will be adequately and gratefully acknowledged. About This and Future Releases We have taken the opportunity of this electronic edition to make corrections of misprints and slight mistakes we have .

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