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(R, m0 ) is pseudo-live iff every reachable marking of (R, m0 ) enables ring of a transition iff every vertex of G(R, m0 ) has a successor EXAMPLE 39 The reachability graph has a vertex without a successor, so the Petri net is not pseudo-live (and not live) PROPOSITION 38 Let (R, m0 ) be a Petri net; (R, m0 ) is quasi-live iff every transition labels an arc of G(R, m0 ) Proof (R, m0 ) is quasi-live iff every transition is rable from a reachable marking iff every transition labels an arc of G(R, m0 ) EXAMPLE 310 Every transition occurs on the reachability graph, so the net is quasi-live The last two properties are characterized with the help of strongly connected components (scc) of the reachability graph PROPOSITION 39.

- l n ( c hn)]

2. In the Page window, click the Preview tab, which toggles to the Layout Preview. That s it. You should see your image in place on the page, closely approximating how it will look on the Web.

Let (R, m0 ) be a bounded Petri net; (R, m0 ) is live iff for every terminal scc C of G(R, m0 ), every transition labels an arc of C Proof Assume (R, m0 ) live and let m belong to a terminal scc C By de nition (R, m) is quasi-live, hence every transition labels an arc of G(R, m) which is exactly C since C is terminal Now let m be any reachable marking A path exists from m to m belonging to a terminal scc C (property of nite graphs) Since C is included in G(R, m), every transition labels an arc of G(R, m) So (R, m) is quasi-live PROPOSITION 310 Let (R, m0 ) be a bounded Petri net; (R, m0 ) has a home state iff there is a single terminal scc.

. Variance 2 (second central moment), which gives the dispersion around the expected value. The variance of a distribution is commonly estimated by:

22.6 10.6 5.7 7.7 6.0 5.4 7.3 4.5

of G(R, m0 )..

With a little extra work, you can use this method to distribute Python modules whose contents are relatively secure. Using the Python/C API, you can create a small C program that embeds the Python interpreter and takes care of setting up the rotor (or whatever other decryption engine you use) so that it s not overly trivial for someone else to decrypt the files. Furthermore, by not advertising the fact that your program is actually Python, and by grouping all the modules together into a single archive file (perhaps as a pickled dictionary), you can prevent all but the nosiest of people from obtaining your program source.

while (maxError > threshold) foreach i in J <+maxError,lb[i],rb[i]> := J[i].compute(rb[i-1],lb[i+1]);

We must distinguish two cases depending on the type of distribution F since some distributions lead to periodic behaviors. Let us pick an elementary DES (a semi-Markovian process with deterministic delays, see later), visiting three states s1 , s2 , s3 . We consider entrance into s1 as a renewing instant. The DES sojourns 1 t.u. in state s1 then moves to state s2 where it remains during 2 t.u.. With probability 1/2, it returns to state s1 or moves to state s3 , where it remains 3 t.u., before returning to s1 .

Consult demo.py in the wxPython distribution for information about embedding widgets in HTML pages. The demo also contains terrific examples of many other wxPython features.

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