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ers are linked to one or more consumers through some communication mechanism Producers are responsible for generating items of interest, and consumers process the items in some interesting way The items generated can be anything: blocks of data read off the disk, received via the network, an infinite stream of information, simulation data, and so on Concurrency is inherent in this situation because producing and consuming are typically completely independent activities The ratio of producers to consumers can vary dramatically The ratio that leads to optimal throughput depends on the costs involved to produce and consume elements: if consuming an item is 10 times the cost of pro ducing that item, it's likely a producer to consumer ratio of 1 : 1 0 would be best to balance out the producers and consumers We can extend this situ ation to have multiple stages, which forms a pipeline A pipeline is the composition of many producer/ consumer relationships into a larger dataflow; we will look more closely at them in the next 1 3, Data and Task Parallelism A common way to implement the communication for producer / consumer situations is with a container type None of the above con tainers had any kind of coordination built in except for simple mutual exclusion, so they are inadequate When the L o c k F reeQu e u e < T > becomes empty, for instance, T ry D e q u e u e simply returns f a l s e What the caller does in response is not a concern for the container itself But what if a caller just wanted to wait for an element to arrive It' s fairly simple to build a so-called blocking queue that provides this behavior intrinsically by wrapping an existing queue with some additional synchronization As another related example, what if we expect producers to sometimes get ahead of the consumers We may want to throttle the rate at which new elements are enqueued to limit memory consumption To do this, we may also have some logic to block producers, something called a bounded buffer We will now take a look at several alternative approaches to building both kinds of containers It's often useful to have a single type that has.

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both blocking and bounding, but we will start simple The three basic implementation considerations we must make are:

The containers must be safe to access concurrently We will demon strate fairly simple approaches with coarse grain, but when scalabil ity is important, any of the techniques shown earlier can be used

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When a consumer attempts to take an element from an empty queue, it must be blocked until the next producer makes an element available, aka blocking When a producer attempts to place an element into a full queue, it must be blocked until the next consumer takes an element and makes space, aka bounding

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Also note that we will use existing containers (such as NET's Queue<T> and C++ STL's q u e u e < T rather than rolling our own This is done for brevity, but you may instead choose to look at custom data structures that might enable fine-grained locking The choice of a queue is purely an implementation detail, but ensures elements are given to consumers in roughly the same order they are produced (with all of the standard timing related concurrency caveats)

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For the simplest example, we will useNET's Mo n it o r class for the C# example and then the nearly equivalent code in YC++ with Win32 critical sections and condition variables The condition variable capabilities of these give us an easy way to both ensure thread safety and to also wait and signal threads when some event of interest occurs There are certainly alternative approaches For instance, we could use a semaphore to track the count of elements remaining in the queue In fact, you saw an example implementation of such a data structure back in 5, Windows Kernel Synchronization It was a way to illustrate the use of mutexes and semaphores, and a more efficient implementation was promised You likely wouldn't want to use that approach in practice because it involves kernel transitions on each enqueue and dequeue operation Another alternative is to use a kernel event instead-such as a manual-reset event that gets set when transitioning from empty to non empty and reset when moving from nonempty to empty-but this can be more complicated and has no immediately obvious benefit

are the probabilities that X and Y assume their values simultaneously For example, P(X = 1 and Y = 2) = 1/3 and P(X = 3 and Y = 2) = 1/12

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