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The J2EE starter kit represents the fundamental infrastructure of a generic DDBE. We use a separate Java package for each subsystem in this infrastructure. This makes it easier to isolate those portions of the architecture and code that we need to modify or extend. The main component in each subsystem is implemented using a Stateful Session Bean (see Section 16.2.1.3). While these components could also be implemented using other types of Enterprise Java Beans (EJBs), Stateful Session Beans have fewer restrictions from an interface (the contract they support) standpoint. For example, with a Stateful Bean, we do not need to pass all of the conversation state details as parameters to all of the methods. We also chose to use Declarative Transaction Demarcation and Container Managed Transactions (see Section 16.3.3) for all the subsystems that directly connect to real databases (i.e.,

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frequency planning for cellular network. Technical Report 97 28, Laboratoire de l Informatique du Parall lisme, ENS, Lyon, France, September 1997. J. van den Heuvel, Radio channel assignment on 2-dimensional lattices. Technical Report LSECDAM-98-05, Centre for Discrete and Applicable Mathematics, LSE, 1998. J. van den Heuvel and S. McGuinness, Colouring the square of a planar graph. Technical Report LSE-CDAM-99-06, Centre for Discrete and Applicable mathematics, LSE, http://www.cdam. lse.ac.uk/Reports, 1999. J. van den Heuvel, Robert Leese, and Mark Shepherd, Graph labelling and radio channel assignment, Journal of Graph Theory, 29(4), 1998. Dong wan Tcha, Yong Joo Chung, and Taek jin Choi, A new lower bound for the frequency assignment problem, ACM/IEEE Trans. Networking, 5(1): 34 39, 1997. M. A. Whittlesey, J. P. Georges, and D. W. Mauro, On the lambda-coloring of Qn and related graphs, SIAM J. Discr. Math., 8: 499 506, 1995. R. K. Yeh, Labeling graphs with a condition at distance 2. PhD thesis, Department of Mathematics, University of South Carolina, Columbia, SC, 1990.

The code in this keyframe increments the value of lineNum by 1. When the value of lineNum is equal to endLine, the movie goes to the frame labeled

which is the linear block code Cb (7, 4) that has been analysed previously in this chapter. The generator matrix can be constructed using the following expression for linear block codes of systematic form: G = QT I2m m 1

A new type of adaptive, self-calibrating, and self-developing inferential sensor that is based on evolving fuzzy systems of the Takagi-Sugeno type (eTS) is described in this chapter and tested on a range of case studies from real chemical processes. The proposed eSensors can be trained on-the- y, either starting from scratch or being primed with an initial rule base. Also optionally, eSensor can select online the most relevant and important input variables. The results with data from real chemical processes demonstrate that the proposed adaptive and evolving inferential sensor is very exible (it develops its model structure and adapts to sudden changes such as the introduced change of operating condition after sample 127 for Case1 and after sample 113 for Case2 automatically). It does not need any pretraining and speci c maintenance and thus reduces the life-cycle costs of the inferential sensors signi cantly. The structure of the proposed eSensor is transparent as it is composed of linguistic fuzzy rules. The proposed evolving inferential sensor is also very robust, which was demonstrated for Case3. The proposed eSensor is suitable for a range of process industries including, but not limited to, chemical, biotechnology, oil re ning, and so forth.

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1. The graphical method, where both equations are plotted and the intersection of the line derived is the common solution; and 2. The algebraic solution.

throughput (RU/ms)