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There are only two operations, adding nodes and adding arcs Adding an arc means increasing the e value Adding a nodes means adding a node on an arc This means that both e and n increase by 1, so the value stays the same Thus, for any two CFGs x and y, if x is less than y, then y can be created from x by adding arcs and nodes Thus, the value of the mapping must either increase or stay the same Therefore, the less stringent representation condition is satis ed (The more stringent representation condition cannot be satis ed, since the order on the CFGs is a partial order) 4 Show that McCabe s cyclomatic number is an interval scale measure Since McCabe s cyclomatic number is one more than the number of decisions, every interval in the cyclomatic number is caused by that number of additional decisions.
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LinearSolve[a 4 IdentityMatrix[3], {1, 1, 1}] {1, 0, 0}
The matrices Q and J may now be constructed:
TIP: It is easy to make mistakes when using Numbers. If something doesn t look right, just touch the Undo button to undo the last edit or addition. Touch Undo a couple of times to keep undoing things you might not have wanted to do. There really is so much more to do with Numbers we again encourage you to read the Getting Started guide to see additional features!
1 1 1 q = 1 1 0 ; 1 1 0 2 0 0 j= 0 4 1 ; 0 0 4
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So the di erence between 2 and 3 is the same as the di erence between 10 and 11 It is not a ratio scale measure because there is not a clear zero In fact, the cyclomatic number cannot be zero 5 Calculate McCabe s cyclomatic number on the following source code Draw a control ow graph Label the regions with Roman numerals read x,y,z; type = scalene ; if (x == y or x == z or y == z) type = isosceles ; if (x == y and x == z) type = equilateral ; if (x >= y+z or y >= x+z or z >= x+y) type = not a triangle ; if (x <= 0 or y <= 0 or| z <= 0) type = bad inputs ; print type;.
JordanDecomposition[matrix] computes the Jordan canonical form of matrix. The output is a list {q, j} where q and j correspond to Q and J as described previously.
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Keynote is the third jewel in the triple crown of iWork. Keynote is comparable to Keynote on your Mac or Microsoft PowerPoint on your PC. Like Pages and Numbers, Keynote is a very powerful and capable piece of presentation software. We won t be able to cover every aspect of this software, but we can get you started and working with presentations using Keynote.
EXAMPLE 32 (Continuation of Example 31)
5 4 3 a = 1 0 3 1 2 1
Just like Pages and Numbers, Keynote comes with a Getting Started file to help you with some of the various features of the program. It is a very good idea to thumb through this guide before you start creating your own spreadsheets. NOTE: Unlike Pages and Numbers, Keynote works only in landscape mode since this is presentation software.
{q, j} = JordanDecomposition[a]
Fig. 5-6.
65 88 129 23 1 97 19 86 124 180 32 4 134 21 29 39 54 11 2 43 13 9 a = 36 50 77 11 3 56 5 ; 2 63 88 131 24 0 97 16 58 85 126 21 6 91 9 6 63 87 129 24 1 96 16
As with Pages, the New Presentation button gives you the option of starting a new presentation or using a duplicate presentation. NOTE: You need to have the presentation you wish to duplicate visible in the main window.
j} = JordanDecomposition[a];
MatrixForm[a] MatrixForm[q].MatrixForm[j].MatrixForm[Inverse[q]]
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