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Philosopher(ChannelOutput l, ChannelOutput r, ChannelOutput e, ChannelOutput x) { leftFork = l; rightFork = r; enter = e; exit = x; } public void run() { for (;;) { think(); enterwrite(null); // get seat leftForkwrite(null); // pick up left rightForkwrite(null); // pick up right eat(); leftForkwrite(null); rightForkwrite(null); exitwrite(null); } } private void eat() {} private void think() {} // put down left // put down right // leave seat

^ Pjk s bk :

The channel creation mechanism in Exec::ChannelCreate makes use of the DLogicalDevice and DPhysicalDevice factory objects that the kernel created when it loaded the device drivers. The logical device is de ned in kernel.h as follows:

17:34

Finally, we can create a College class to represent the parallel composition of the Forks, Philosophers, and Butler The channels are constructed using a JCSP convenience function create that creates arrays of channels The Parallel constructor accepts an array of CSProcess, which is first loaded with all of the participants

Theorem 17.6.1. Assume that the level-holding-time cdf depends only on the originating level, that is, Fjk t Gj t . The steady-state transition probabilities conditional on the level for a single SMP source have the matrix of Laplace transforms ^ ^ ^ ^ P s De s ge s P sj0 ; ^ ^ where P sj0 is the matrix in Eq. (17.14), ge s is the matrix with elements ^ ^ gejk s Pjk gje s Pjk ^ 1 gj s ; sm Gj 17:36 17:35

class DLogicalDevice : public DObject { public: IMPORT_C virtual DLogicalDevice(); IMPORT_C virtual TBool QueryVersionSupported( const TVersion& aVer) const; IMPORT_C virtual TBool IsAvailable(TInt aUnit, const TDesC* aDriver, const TDesC8* aInfo) const; TInt ChannelCreate(DLogicalChannelBase*& pC, TChannelCreateInfo& aInfo); TInt FindPhysicalDevice(DLogicalChannelBase* aChannel, TChannelCreateInfo& aInfo); virtual TInt Install()=0; virtual void GetCaps(TDes8& aDes) const =0; virtual TInt Create(DLogicalChannelBase*&aChannel)=0; public: TVersion iVersion;

^ De s is the diagonal matrix with diagonal elements ^ Dejj s ^ ^ 1 gje s sm Gj 1 gj s ; 2 m G s s j 17:37

class College implements CSProcess { final static int N = 5; private final CSProcess action; College() {

^ ^ gj s is the level-j holding-time LST, and gje s is the LST of its stationary-excess cdf in Eq. (17.33). Proof. Modify the proof of Theorem 17.4.1, inserting Pjl Gje t for Hjl tjx and c Gje t for Gjc tjx . j Consider the on=off source in Section 17.4. Paralleling Eq. (17.18), it suf ces to calculate only P12 t . Its Laplace transform is ^ ^ g s 1 g2 s ^ : P12 s 1e ^ ^ s 1 g1 s g2 s 17:38

TUint iParseMask; TUint iUnitsMask; DCodeSeg* iCodeSeg; TInt iOpenChannels; };

Example 17.6.2. To show the value of knowing the age, consider an on=off source with holding-time complementary cdf's

This is an abstract base class a device driver must provide an implementation of the GetCaps(), Create() and Install() methods, as these are used by the framework when creating the channel. To create a channel, the kernel-side executive handler, ExecHandler::ChannelCreate, rst uses the supplied LDD name to search the ELogicalDevice container for an associated DLogicalDevice factory object. If it nds one, it increments the factory s instance count before validating the supplied unit number against the value of the KDeviceAllowUnit ag in iParseMask, using the following rules: 1. If the device supports unit numbers, the unit number must be within the range of 0 to KMaxUnits (32). 2. If the device does not support unit numbers, the aUnit parameter must be KNullUnit. You need to initialize iVersion and iParseMask in the constructor of your DlogicalDevice-derived LDD factory to determine how your device driver is loaded. For example, if my serial driver needs the client to specify a unit number and the relevant PDD to be present in the system, I would code the constructor like this:

c G1 t 0:01e 0:01t 0:1e 0:1t 0:89e t ; c G2 t e t ;

One2OneChannel[] One2OneChannel[] One2OneChannel[] One2OneChannel[]

t ! 0:

DSimpleSerialLDD::DSimpleSerialLDD() { iParseMask = KDeviceAllowPhysicalDevice | KDeviceAllowUnit; iVersion = TVersion(KCommsMajorVersionNumber, KCommsMinorVersionNumber, KCommsBuildVersionNumber); }

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lefts = One2OneChannelcreate(N); rights = One2OneChannelcreate(N); enters = One2OneChannelcreate(N); exits = One2OneChannelcreate(N);

The following table summarizes the usage of iVersion and iParseMask: iVersion The interface version supported by this LDD. This is used to check that an LDD and PDD are compatible, so you should increment it if the interface changes. The version checking API, Kern::QueryVersionSupported(), assumes that clients requesting old versions will work with a newer version, but clients requesting new versions will not accept an older version.

Let the bandwidths be b1 100 and b2 0. Since m G1 2:89 and m G2 1:00, the steady-state mean is EB I 100m G1 74:29: m G1 m G2

Let the initial level be 1. Since G1 has an exponential component with mean 100, we anticipate the time to reach the steady state to be between 100 and 1000. In Fig. 17.1 we plot the conditional mean m1 tjx for x 0:5, 5.0, and 50.0, computed by