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Follow these steps to add an HREF track to your movie: 1. Drag the HREF icon from the Objects palette into the Tracks list in the TimeLine window to place the track. It s not a visual track, so its placement doesn t matter. It s named automatically, and that name can t be changed. 2. (Optional) The HREF track is invisible by default, so the URL is hidden within your movie. If you want the URL to be seen, turn on visibility by clicking the Eye icon. You can then use the graphics mode to set up a transparency and use the text block s handles to resize and position the text. 3. Open the track to reveal the sample track, and then choose the Create Sample button (Pencil icon) to define the part of the timeline where you want the URL to be active. 4. With the sample track still selected, use the Inspector to define the URL using your preferred linking method. Figure 21-22 shows Point and Shoot. If using a relative URL, make sure the URL is relative to the movie, not relative to the HTML page that contains the movie (if the HTML page and the movie are in the same folder, this is automatic). If using frames, or if you want the target page to open in a new window, choose a target as usual.

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where nm,n = particle velocity pm,n = particle variables r1, r2 = independent uniform random numbers G1 = G2 = learning factors = 2 plocal best = best local solution m,n global best pm,n = best global solution The PSO algorithm updates the velocity vector for each particle then adds that velocity to the particle position or values Velocity updates are in uenced by both the best global solution associated with the lowest cost ever found by a particle and the best local solution associated with the lowest cost in the present population If the best local solution has a cost less than the cost of the current global solution, then the best local solution replaces the best global solution The particle velocity is reminiscent of local minimizers that use derivative information, because velocity is the derivative of position The constant G1 is called the cognitive parameter.

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S: 220 smtp.widgets.com SMTP Service ready C: HELO smtp.example.org S: 250 Hello smtp.example.org, I am glad to meet you C: MAIL FROM:<slick@example.org> S: 250 Ok C: S: C: S: C: S: C: C: C: C: C: C: C: C: C: C: S: RCPT TO:<blah@widgets.com> 250 Ok RCPT TO:<halb@widgets.com> 550 That is not a valid user DATA 354 Input mail. End data with <CR><LF>.<CR><LF> From: "Slick Johnson" <slick@example.org> To: Blah Blah Blah <blah@widgets.com> Date: Thurs, 15 Jun 2008 08:02:11 -0500 Subject: Example Hey Blah! I need 20,000 widgets. Sincerely, Slick <CR><LF>.<CR><LF> 250 Ok

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The constant G2 is called the social parameter The advantages of PSO are that it is easy to implement and there are few parameters to adjust The PSO is able to tackle tough cost functions with many local minima Figure 73 shows the initial random swarm set loose on the cost surface The particle swarming becomes evident as the generations pass (see Figures 74 to 77) The largest group of particles ends up in the vicinity of the global minimum and the next largest group is near the next lowest minimum A few other particles are roaming the cost surface at some distance away from the local global two groups Figure 78 shows plots of pm,n best and pm,n best as well as the popglobal ulation average as a function of generation The particle pm,n best serves the same function as elite chromosome in the GA.

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The chaotic swarming process is best illustrated by following the path of one of the particles until it reaches the global minimum (Figure 79) In this implementation the particles frequently bounce off the boundaries 73 ANT COLONY OPTIMIZATION (ACO).

The function RegEnumKey(KeyHandle, Index) retrieves the names of the subkeys of the specified key. It raises an exception (win32api.error) if the key has no subkey with the specified Index. For example, this code prints the immediate subkeys of the HKEY_LOCAL_MACHINE hive:

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