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By Egon Börger, Robert Stärk

Quelli che s'innamoran di pratica senza scienzia sono come 'l nocchieri ch'entra in navilio sanza timone o bussola, 1 che mai ha certezza dove si vada. - Leonardo da Vinci Ich habe oft bemerkt, dass wir uns durch
allzuvieles Symbolisieren 2 die Sprache fu ¨r die Wirklichkeit untu ¨chtig machen. - Christian Morgenstern this can be where to precise our thank you. to start with we thank all those that through the years have actively contributed
to shaping the unconventional software program layout and research process defined during this e-book. they're too various to be pointed out the following. all of them seem not directly or the opposite at the following pages, specifically within the bibliographical
and ancient Chap. nine which are learn independently of the ebook. We then thank those that have helped with special severe reviews at the draft chapters to form the best way our arguments are awarded during this e-book: M. B¨
orger (Diron Mu ¨nster), I. Craggs (IBMHursley),G. DelCastillo(SiemensMunc ¨ hen),U. Gl¨ asser(SimonFraser college, Vancouver,Canada),J. Huggins(Kettering University,Michigan, USA), B. Koblinger (IBM Heidelberg), P. Pa
¨ppinghaus (Siemens Munc ¨ hen), A. Preller (Universit´ e de Montpellier, France), M. -L. Potet (INP de Gre- ble, France),W. Reisig (Humboldt-Universit¨ at zu Berlin, Germany),H. Rust (Universit¨ at Cottbus, Germany), G.
Schellhorn (Universit¨ at Augsburg, G- many), B. Thalheim (Universit¨ at Cottbus, Germany) and a dozen scholar generationsat Universita `di Pisa. We thankM. Barmet(ETH Zur ¨ ich)for her ideas of the routines in Chap. 8.
We additionally thank L.

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30 For rules of such forms we sometimes use graphical notations as follows: forall x with ϕ R choose x with ϕ R or a linear notation (with an additional keyword do to ease the parsing) forall x with ϕ do R choose x with ϕ do R or R1 par . . par Rn for an ASM consisting of the set {R1 , . . , Rn } of rules Ri . This is why we consider a set of rules and the par-composition of all these rules as the same machine. We freely use common abbreviations and standard variations of notations where convenient and without risk of misunderstanding.

6, following the practice of UML activity diagrams. The most common cases are those of diagrams with one or with two opposite conditions in the rhombs or hexagons (n = 1, 2); in the latter case usually the condition is written into the rhomb and the two exiting arcs are labeled with “yes” and “no”, respectively (Fig. 8), which are sometimes colored in grey to let them stand out better. As an example see the Switch(condi , ctli )i machine in Fig. 9, which under condition condi switches to control state ctli .

These monitored functions constitute the externally controlled part of the dynamic state of M . To describe combinations of internal and external control of functions, one can use interaction functions, also called shared functions, defined as dynamic functions which are directly updatable by the rules of M and by the environment and can be read by both (so that typically a protocol is needed to guarantee consistency of updates). The concepts of monitored and shared functions allow one to separate in a specification the computation concerns from the communication concerns.

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Abstract state machines..A method for high-level system design and analysis by Egon Börger, Robert Stärk

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