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[18] Lui, K.M. and Chan, K.C.C., Pair Programming Productivity: Novice Novice vs. Expert Expert, International Journal of Human-Computer Studies, Elsevier, Vol. 64, No. 9, September 2006, pp. 915 925. [19] Manasc , D.A., Load Testing of Web Sites, IEEE Internet Computing, July/ August 2002, pp. 70 74. [20] Kaner, C., Falk, J., and Nguyen, H.Q., Testing Computer Software. John Wiley & Sons, 2nd ed., 1999. [21] Institute of Electrical and Electronics Engineers, IEEE Standard 1044-1993 Classi cation for Software Anomalies, 1993. [22] Shui, E., Blackboard Online Discussion Posting, CPSC 542, Software Validation and Veri cation, Department of Computer Science, California State University Fullerton, June 2006. [23] Cable News Network, TSA: Computer Glitch Led to Atlanta Airport Scare, April 21, 2006, http://www.cnn.com/2006/US/04/20/atlanta.airport/index.html (retrieved: September 22, 2006).

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source policies and various operational procedures such as expense reporting and procurement Similarly, your manufacturing organization will likely need essential bits of process and catalog content adapted and translated for its international suppliers and subcontractors Whether consumer-facing or intended for employees and partners, the same principles still apply about creating a well-de ned set of basic content that meet user needs in each relevant application This inventory of your basic domestic content establishes the assets that are critical to your brand and that paint a positive face for your company Consider how this core content catalog must be adapted for each market you enter: Use it as is.

Finally, 12, Conclusions, recaps all major results covered by the book, provides speculation on the future evolution of the CWM standard and related technologies, and proposes areas for future research and investigation.

Lower academic achievement has been found in association with Type 1 diabetes; boys are at greater risk for learning problems than girls (C. S. Holmes, O Brien, & Greer, 1995). Children with Type 1 diabetes are at risk for high rates of school absenteeism; as such, the interruptions in education, whether due to lack of control, clinic appointments, glucose checks, or other reasons, may result in lower achievement (Ryan, Longstreet, & Morrow, 1985). Academic and behavioral problems also can occur in youth with poor metabolic control. Children in poor control performed signi cantly worse on reading scores, grade point average, and core total scores (composite of math, reading, and language) than those with good control (McCarthy, Lindgren, Mengeling, Tsalikian, & Engvall, 2003). Findings also indicated that hospitalizations due to poor control negatively affected academic performance. In academic areas, children with Type 1 diabetes are likely to be de cient in both reading and math areas (J. F. Rovet, Ehrlich, & Hoppe, 1988; Ryan et al., 1985), resulting in special education placement due to speci c learning disability (J. F. Rovet, Ehrlich, Czuchta, & Akler, 1993). Placement in special education services also is associated with poorer metabolic control and earlier age of onset (C. S. Holmes et al., 1999).

11.1. Introduction To obtain a stationary distribution of Markovian models we have to solve a system of equations such that the number of equations and the number of unknowns equal the number of states of the Markov chain. Various methods allow us to obtain this distribution by lowering the complexity of the computations. For a speci c structure of Petri nets (studied in 9), the stationary distribution can be represented in a product form that we can compute from the invariants of the net. With stochastic Petri nets ( 10), we substitute an aggregated chain in the Markov chain. The stationary distribution of this new chain leads straightforwardly to the non-aggregated distribution. We now present a method based on system decomposition. As we show in section 11.2, the applicability conditions of this method are expressed at the Markov chain level: the state space is a Cartesian product of subspaces and transitions between states are either local (modifying only one component of the state), or else synchronized (in the converse case). Then, the in nitesimal generator may be written as an expression for which operands are matrices indexed by states of the subspaces, and operators are the tensor sum and the tensor product. Tensor1 algebra properties ensure that the generator matrix product may be obtained from submatrices only. Hence, product-based iterative resolution methods may be used without calculating the generator. Time and memory complexities are then linear with respect to the sizes of the subspaces.