By Björn E. Nilsson (auth.), Anne Persson, Janis Stirna (eds.)
th CAiSE 2004 was once the sixteen within the sequence of overseas meetings on complex details structures Engineering. within the 12 months 2004 the convention used to be hosted via the college of computing device technology and knowledge expertise, Riga Technical college, Latvia. because the past due Eighties, the CAiSE meetings have supplied a discussion board for the presentation and alternate of study effects and sensible stories in the ?eld of knowledge structures Engineering. The convention topic of CAiSE 2004 used to be wisdom and version pushed details platforms Engineering for Networked corporations. glossy companies and IT platforms are dealing with an ever extra advanced en- ronment characterised by way of openness, style, and alter. organisations are - coming much less self-su?cient and more and more depending on company companions and different actors. those traits demand openness of industrial in addition to IT platforms, i.e. the facility to attach and interoperate with different platforms. in addition, organisations are experiencing ever extra kind of their enterprise, in all c- ceivable dimensions. The di?erent abilities required via the crew are multiplying. within the related method, the range in expertise is overwhelming with a mess of languages, systems, units, criteria, and items. in addition, companies have to deal with an atmosphere that's continually altering and the place lead occasions, product lifestyles cycles, and companion relationships are shortening. ThedemandofhavingtoconstantlyadaptITtochangingtechnologiesandbu- ness practices has led to the delivery of recent principles that may have a profound impression at the info platforms engineering practices in years yet to come, comparable to autonomic computing, part and companies marketplaces and dynamically generated software.
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Additional info for Advanced Information Systems Engineering: 16th International Conference, CAiSE 2004, Riga, Latvia, June 7-11, 2004. Proceedings
Let be a set of values for the input goals. Then can be inferred from by means of axioms (1)-(7) if and only if there exists a truth value assignment satisfying (1)-(7), (11)-(12) and the values and Proof. If: Assume satisfies and and all axioms (1)-(7) and (11)-(12). By condition (9), for every target goal G there exists a DAG rooted in G whose leaves are all input nodes. We reason on induction of the depth of this DAG. If G is also an input goal, then for some so that is inferred from by a zero-step inference.
McGraw Hill. 10. N. Nilsson. Problem Solving Methods in Artificial Intelligence. McGraw Hill, 1971. 11. C. Rolland. Reasoning with Goals to Engineer Requirements. In Proceedings 5th International Conference on Enterprise Information Systems, 2003. 12. A. v. Lamsweerde. Requirements engineering in the year 00: A research perspective. In Proceedings 22nd International Conference on Software Engineering, Invited Paper, ACM Press, 2000. 13. Lintao Zhang and Sharad Malik. The quest for efficient boolean satisfiability solvers.
The boolean variables occurring in are given a positive integer weight and MW-SAT is the problem of determining a truth assignment satisfying which minimizes the value or stating there is none. In the general case MW-SAT is problem2 , that is, it is much harder than simple SAT. The state-of-the-art solver for MW-SAT is MINWEIGHT , which is based on a variant of the DPLL procedure. 3 Goal Satisfiability for Goal Graphs In  we focused on the problem of the forward propagation of goal values and of the detection of conflicts.
Advanced Information Systems Engineering: 16th International Conference, CAiSE 2004, Riga, Latvia, June 7-11, 2004. Proceedings by Björn E. Nilsson (auth.), Anne Persson, Janis Stirna (eds.)