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A significant objection could be the way that the main thread terminates the transmitter and receiver threads A solution would be to use a time-out value in the inner transmitter and receiver loops and shut down when the global shutdown flag is detected Another approach would be to cancel the threads, as described later in this chapter Note the symmetry between the transmitter and receiver threads As with the queue implementation, this facilitates program design, debugging, and maintenance The implementation is not well balanced in terms of the match of the message production rates, the pipeline sizes, and the transmitter-receiver blocking factor This implementation (Program 10-4) uses mutexes to guard the queues Experiments with CRITICAL_SECTIONs show no significant speed-up on a single-processor system (see Appendix C) The CS version is included on the Web site as ThreeStageCSc SignalObjectAndWait provides similar performance improvements

transforms: [ Transformrotate(45, 0, 0), Transformtranslate(40, 40) ]

The effect of the rotation is shown on the left of Figure 17-16As you can see, the rotation takes place around the initial coordinate origin of the node, which in this case is still in the same place as that of the scene

Figure 17-16

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Now when the translation is applied, the node moves 40 pixels to the right and down However, the coordinate axes have been rotated, so this movement is not parallel to the coordinate axes of the scene, but to the rotated axes, giving the result shown on the right of Figure 17-16 Had the translation been relative to the coordinate axes of the scene, the rectangle would have been placed further to the right and higher up Let s look at another exampleThe following code first translates the rectangle s coordinate system to (20, 20) and then scales it by a factor of 15 in each directionYou can see the result of applying first the translation and then the scale in Figure 17-17:

One major objection to ThreeStagec (Program 10-5), as it is currently written, is the use of TerminateThread at the end to end the transmitter and receiver threads A code comment asks if there is a cleaner way to terminate threads so they can shut down in an orderly way and free resources Another open problem is that there is no general method (other than TerminateThread) to signal, or cause an action in, a specific thread Events signal one thread waiting on an auto-reset event or all the threads waiting on a manual-reset event, but there is no way to assure that a particular thread is signaled The solution used so far is simply to wake up all the waiting threads so they can individually determine whether it is time to proceed An alternative solution, which is occasionally used, is to assign events to specific threads so that the signaling thread can determine which event to pulse or set APCs provide a solution to both of these problems The sequence of events is as follows, where the boss thread needs to control a cooperating worker or target thread

Rectangle { x: 30 y: 60 width: 100 height: 40 fill: ColorYELLOW transforms: [ Transformtranslate(20, 20),

Transformscale(15, 15, 0, 0), ] }

Figure 17-17

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Now let s reverse the order of the transforms:

Transformscale(15, 15, 0, 0), Transformtranslate(20, 20)

Now, the first thing that happens is that the coordinate system of the rectangle is scaled so that each grid square is 15 times larger than the squares in the coordinate system of the sceneYou can see this effect on the left of Figure 17-18

Figure 17-18

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he practice of paying regular dividends is a long-standing puzzle In a well-known article, two Nobel laureates in economics, Franco Modigliani and Merton Miller, wrote that a company s value does not depend on its dividend policy; rather, value depends on how the company invests its resources After all, dividends are equivalent to transferring shareholders money from their accounts with the company to their personal accounts When a company pays a dividend, its share price drops by almost the same amount as the dividend

Following the scale, the rectangle s coordinate system is translated by 20 units along both the x-axis and y-axisThis translation is relative to the rectangle s new, scaled coordinate system, which means that it will move by 30 units as measured in the scene s coordinatesYou can see this very clearly if you compare the result on the right of Figure 17-18 with the result of applying the transforms in the other order in Figure 17-17

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