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DEFINITION 328 (Event graph) R, a Petri net, is an event graph if: p P , tin , tout with Pre(p) = tout and Post(p) = tin Recall that an elementary circuit is a path in a graph such that only the rst and last vertices are identical Observe rst that the number of tokens of an elementary circuit in an event graph is invariant since there are neither input transitions nor output transitions So places of an elementary circuit constitute a P -semi ow This fact is the starting point of the theory of event graphs PROPOSITION 323 (Liveness of an event graph) If R is an event graph, then: (R, m0 ) is live iff every elementary circuit of R includes an initially marked place Proof Assume that an elementary circuit is initially unmarked Then no transition of the circuit will ever be red.

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profit or loss of the two markets, we simply add these two results together To get the maximum draw down of the two markets, you can t simply add the two values together Draw downs for anticorrelated markets almost always occur at different times Therefore, the overall maximum draw down of the two markets will always be equal to or less than the combined draw downs This is the magic of diversification When you are looking at a single market analysis, you don t see the interaction of the other markets in your portfolio If you are actually trading the US Bonds and soybeans, you know that these two markets move independently of each other If you are losing in a bond position, you may be winning in a soybean position In effect, offsetting a loser with a winner Table 51 illustrates the magic of diversification.

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Our back-end database servers can implement the following join() method of the LF_Thread_Pool to wait on a handle set and demultiplex new events to their associated event handlers: void LF_Thread_Pool::join (Time_Value *timeout) { // Use Scoped Locking idiom to acquire mutex // automatically in the constructor. Guard<Thread_Mutex> guard (mutex_); for (;;) { while (leader_thread_ != NO_CURRENT_LEADER) // Sleep and release <mutex> atomically. followers_condition_.wait (timeout); // Assume the leader role. leader_thread_ = Thread::self (); // Leave monitor temporarily to allow other // follower threads to join the pool. guard.release (); // After becoming the leader, the thread uses // the reactor to wait for an event. reactor_->handle_events ()' // Reenter monitor to serialize the test // for <leader_thread_> in the while loop. guard.acquire (); } } Within the for loop, the calling thread alternates between its role as a leader, processing, and follower thread. In the first part of this loop, the thread waits until it can be a leader, at which point it uses the reactor to wait for an event on the shared handle set. When the reactor detects an event on a handle, it will demultiplex the event to its associated event handler and dispatch its handle_event() method to promote a new leader and process the event. After the reactor demultiplexes one event, the thread re-assumes its follower role. These steps continue looping until the application terminates or a timeout occurs.

Up to this point, we ve only really considered one of the overloads of the CleanupStack::PushL() function, PushL(CBase* aPtr), which takes a pointer to a CBase-derived object. When CleanupStack::PopAndDestroy() is called for that object, or if leave processing occurs, the object is destroyed by invoking delete on the pointer, which calls the virtual destructor of the CBase-derived object.10 If an object does not derive from CBase, there are two alternative overloads of PushL() that may be used.

We feel this is a huge oversight Fortunately, RINA Systems, a thirdparty software developer, has created a solution for this problem With their software and TradeStation, you can test a basket of different commodities or stocks and evaluate how a particular strategy performs at the portfolio level Since we have discussed portfolio analysis with such gusto, you may be asking, Is testing a portfolio of markets simultaneously necessary in the determination of a good trading strategy The answer would be no We feel that even with this limitation, you can still develop a good strategy by testing over a well-diversified portfolio If a strategy tests well on most of the markets in a diversified portfolio, then you may have a good strategy.

Hence the net is not live Assume that every elementary circuit is initially marked Then, for every reachable marking m, they are still marked (see the previous remark) Pick such a marking m; we de ne the relation t helps t iff there is an unmarked place output of t and input of t , and de ne the relation t precedes t as the re exive and transitive closure of helps Let us prove that precedes is a (partial) order Assuming the contrary, we then have two transitions t and t such that t precedes t and t precedes t By de nition of precedes, there exist paths from t to t and from t to t where all places are unmarked Combining these, we obtain a circuit from which we extract an unmarked elementary circuit, which is impossible This partial order can be extended to a total order.

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