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Calling the commit connection method completes the current transaction; calling rollback cancels the current transaction. Not all databases support transactions for example, Oracle does, MySQL doesn t (yet). The commit method is always available; rollback is only available where transaction support is provided.

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Making the right choice for a printer is the first step in the configuration process. Here you have a couple of alternatives. You can choose the LaserWriter 8.7 printer driver recommended by Adobe in which case you need to have System 8.6 or above installed. Users of System 8.1 and 8.5 need to use another printer driver. The universal axiom with whatever system you use is that the printer driver must be a PostScript printer. The most common choices available to you include one of two options:

You then see a message asking whether you want to apply the changes for the current plot only (which creates an override of the configuration file but doesn t change it), or to save the changes to the file (which changes the configuration file, although you can always change it back)..

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Domain reduction and constraint propagation provide a platform for diverse problem formulations Because these techniques incorporate many types of variables and functions, it can be applied to most problems In most cases, they give a compact representation of the feasible solution space The weakness of this approach becomes apparent when trying to nd a feasible region for an optimal solution If the feasible region is large, the approach may become inef cient in nding the best solution If both linear and nonlinear constraints are involved, the use of linear programming solvers for linear constraints and domain reduction solvers for nonlinear constraints provide ef cient search engines for constraint propagation Combining these techniques provides an approach that can be applied to a broad range of problems Our chosen tool OPL Studio uses its built-in linear solver to guide the CSP algorithm.

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where N = NA/q atoms (or molecules) per gram and ri is the microscopic crosssection which is obtained from the chart of nuclides for thermal neutrons or plots of cross-section versus energy for higher energy neutrons (e.g., Figure 14-1 or Figures 14-3 to 14-6). If a material such as lead, iron, or concrete is used by itself the macroscopic cross-section R should be used for determining the change in neutron intensity; if, however, the material is used with a sufficient amount of hydrogenous material, the neutron removal coefficients Rnr listed in Table 14-5 should be used. The effectiveness of a neutron shield is dependent on Rnr; therefore, considerable care must be exercised in determining Rnr for shielding calculations. When shield materials meet the conditions for the values in Table 14-5, these should be used in shielding calculations. If, however, the shield material is used alone, the macroscopic cross-section calculated from the total microscopic cross-section for the particular neutron energy should be used. Empirical relationships for mass neutron removal coefficients Rnr/q (cm2/g) have been derived:

Through our research project we want to nd out whether the shunting problem is within the range of problems that can be solved by using CSP The architecture of OPL Studio enables the modeling of an optimization model as an addition to the separate models proposed by CommonKADS Domain Knowledge can be modeled as data types and constraints Also task knowledge can be represented in the search method This search is supported by a built-in search method based on CSP It can be considered as elementary inference knowledge that can be applied to a generic scheduling problem 143 THE MODEL 1431 General In this chapter we will present the model that was created during the project We will also describe the simpli cations we made regarding the real-life problem.

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