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Analysis of the case/pseudocontrol dataset in UNPHASED (using the default maximization option) was relatively fast, taking around 12 h to process the longest chromosomes and producing a total of 875 MB of output files.
We found this problem in UNPHASED could be avoided by use of the slower (Nelder-Mead) maximization option, however, this option was not feasible on a genome-wide scale; we estimated that the analysis would have taken several months to run on our system, even when divided into 22 (or more) parallel jobs.
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Finally, our decision theory culminates in the following norm: Expected Utility Maximization Choose the option with the highest expected utility.
In the broad class of alternative-based choice models, choices among options are presumed to be guided by a principle of value maximization [14]; i.e., the options are independently assigned an overall value, these values are compared, and the option with the highest value is chosen [15], [16].
Proprietary algorithms help users to establish bid-to-position, target ROAS, or ROI maximization – and then use defined options and parameters define the rules they want applied at the ad group or keyword level.
As a consequence, options that allow maximization of the data obtained from a single sample are highly valued.
Principles of nonconditional expected-utility maximization use the same information for all options, and hence exclude information about an option's realization.
The expectation-maximization (EM) and "droprare" options were used.
Profitability maximization in the case of sequential sampling of multiple options relies on sensation (converting a physical stimulus into a neuronal firing pattern), memory (maintaining a representation of a physical stimulus over a period of time), and decision-making (comparing representations from different sources and performing a motor task based on the results of this comparison).
According to the normative concept of expected utility maximization [19], derived from the expected utility model of Daniel Bernoulli, people should choose the option that gives the highest expected utility.
E-R analyses often use the software NONMEM with the LAPLACIAN approximation option, although more advanced estimation options such as the stochastic approximation expectation-maximization (SAEM) and importance sampling (IMP) have recently been included.
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