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The Home and End keys take you to the beginning and end, respectively, of the cursor s current line. If a cell s contents are large enough for the text to wrap in the cell, move to the top of the current cell by pressing Ctrl+Home (Command+Home). To get to the bottom of the current cell in such a circumstance, press Ctrl+End (Command+End). When you re at the beginning or end of the contents in a cell, you can also use the arrow keys to navigate from cell to cell. Use the left and right arrows to move from cell to cell in a row, and the up and down arrows to move from cell to cell in a column. When you come to the end of a row or column, the arrow keys move to the first cell in the next row or column. If you re moving left to right, the cursor goes from the end of one row to the beginning of the next row and vice versa if you move from right to left. When moving from top to bottom, the cursor goes from the end of one column to the start of the next, and vice versa when moving bottom to top.



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For a simple exponential function y = a e bx, following the standard least-square-error procedure, the deviation between the model prediction and the sample data, e, is expressed as: e = a e bx - y For convenience, each side of the above equation is divided by y, and e/y is denoted as E as follows: E= a e bx -1 y

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test cases is used to compute a mutation score. A score of 100% indicates that the test cases distinguish all mutants of the program under test and are adequate with respect to the mutation criterion. (Some mutants are functionally equivalent to the program under test and can never be distinguished. This is factored into the mutation score.) Figure 7.10 shows a mutation-based testing procedure for a sequential program P. This testing procedure encounters problems when it is applied to a concurrent program CP. In addition to the three general problems 1 to 3 described at the beginning of this chapter, nondeterministic execution behavior creates the following problem: Problem 4 In line (10), the condition Actual p <> Actual mi is not suf cient to mark mutant mi as distinguished. Different actual results may be a product of nondeterminism and not the mutation. Problems 1 to 4 can be solved by using a combination of deterministic testing and nondeterministic mutation-based testing. Below we outline a two-phase procedure for deterministic mutation testing (DMT). In phase one, SYN-sequences are randomly generated using nondeterministic testing, until the mutation score has reached a steady value. In phase two, we select IN SYN test cases and apply deterministic testing until we achieve an adequate mutation score. Figure 7.11 shows a phase one test procedure using nondeterministic testing to select SYN-sequences randomly for mutation-based testing. In line (4), if SYNsequence SCP and actual result ActualCP were produced by an earlier execution of CP with input X, we should execute CP again until a new SYN-sequence or actual result is produced. In line (16), deterministic testing is used to distinguish mutant programs by differentiating the output and the feasible SYN-sequences of the mutants from those of the program under test. If the SYN-sequence randomly

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A good starting point for downloading software for Bayesian reasoning is http://www.ai.mit.edu/ murphyk/Bayes/bnsoft.html, where a number of graphical packages for Bayesian networks are described and compared. The standard HMM software used by bioinformaticians is HMMER (pronounced hammer ), from http://hmmer.wustl.edu/. It is written mainly for Unix and Linux platforms, although a Windows version does exist if changes are made to the code.

Determine the requirements of the project. Obtain Ruby and its documentation. Determine the system requirements of Ruby. Install Ruby. Discuss the different modes of running Ruby.

If there exists a difference between the indoor and outdoor temperatures, as shown in Fig. 1.21, the resultant rate of heat transfer (qDT) will be (assuming negligible thermal resistance from the glass pane): qDT = hi ho (T - T ) hi + ho o i (1.195)

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