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4.4.2.3 Combining CAS and MP Many computer algebra systems, such as Mathematica, Maple, and Yacas, combine symbolic algebra and multiple-precision arithmetic capabilities. This can be a powerful combination for solving statistical problems accurately. For example, McCullough (2000) reports that when operating at high levels of precision, there was no statistical package that was as accurate and reliable as Mathematica. Table 4.2 demonstrates the effect of multiple-precision arithmetic and symbolic computing. To create the table we used Mathematica s NonLinearRegression procedure to solve the NIST Strd BoxBOD benchmark (see Table 4.2) while varying the levels of arithmetic precision used by the operators.3 At a reduced precision, results are accurate to the fourth digit. As working precision is increased, the results become increasingly accurate. Rationalizing the input data yields more accuracy still in fact, it produces the correct, certi ed result. 4.4.3 Selecting Optimization Methods Nonlinear optimization is essential to estimating models based on nonlinear regression or maximum likelihood. Most statistical packages implement some form of unconstrained optimization algorithm for solving general nonlinear problems. (Constrained optimization often requires extensions of fundamental unconstrained algorithms, whereas nonlinear least squares is often solved with specializations.) All practical general nonlinear algorithms are iterative. Given a set of starting values for variables in the model, the algorithm generates a sequence of iterates. This sequence terminates either when the algorithm converges to a solution (a local optimum or stationary point of the function) or when no further progress can be made. 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While the data cannot be changed, the demo will allow the ability to manipulate the barcode properties to test for specific height requirements. model. The commonest con guration is to allow unsigned applications to run after prompting the user and getting their consent. So the Windows Mobile approach uses a mixture of policies for different resources: A few resources are closed to third parties. An additional set, those available in Privileged mode, are controlled through mandatory certi cation. The remainder may be open, discretionary or controlled depending on the policy chosen for a device. ethnicity, age, and income are not signi cant predictors of trust in universities and medical schools. In contrast, the proportion expressing trust in the pharmaceutical industry is most strongly related to income and to having a graduate degree. Race, age, and education are not as important. Finally, trust in health organizations to do genetic research is related to income, with greater numbers of individuals expressing trust at higher levels of income. It is noteworthy, however, that signi cantly fewer of those with less than a high school education and respondents older than age 70 express trust in health organizations. These data demonstrate that concerns about conducting research in a culturally sensitive and responsive manner are well placed (Fisher, 1996; Foster et al., 1998; Greely, 1997). Perhaps the most striking feature of the data is the absence of trust in the federal government and drug companies by African Americans at the highest education levels. 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