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Note that these considerations only affect the producer side of the conversation it is still possible for messages produced with either delivery mechanism to be lost on the consumer side (not consumed) due to the TTL value timing out or other causes From the JMS Consumer object s point of view, how can we ensure that messages are not lost when the JMS Consumer object is not actively connected to the JMS Provider Recall that this situation can be caused by a network error, system error, or application error on the JMS Consumer object s site This situation, therefore, cannot be addressed by merely specifying some detail in the JMS Consumer object s container-application Instead, the JMS speci cation addresses this situation via the Destination object.

The Flash Player uses a technology called Microsoft Active Accessibility (MSAA) to communicate with screen readers. MSAA provides a highly descriptive and standardized way for applications and screen readers to communicate. MSAA is available on Windows operating systems only. See the Macromedia Flash Accessibility Web page for more information about Windows operating systems that support MSAA. The Windows ActiveX (Internet Explorer plug-in) version of Flash Player 6 supports MSAA, but the Windows Netscape and Windows stand-alone players do not. MSAA is currently not supported in the opaque windowless and transparent windowless modes. (These modes are options in the HTML Publish Settings panel, available for use with the Windows version of Internet Explorer 4.0 or later, with the Flash ActiveX control.) For information about these modes, see Setting publish settings for HTML documents accompanying Flash movies on page 371. If you need your Flash movies to be accessible to screen readers, avoid using these modes.

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When we create a destination within the JMS Provider instance via the proprietary mechanisms it supplies, we can specify whether the destination should retain messages for inactive consumers or whether the messages should be thrown.

Purpose Title Author or Creator Subject and Keywords Value of name attribute title creator subject Explanation The title of the page. The person or organization responsible for creating the page. The subject of the page or keywords that describe the content of the page. As much as possible, you are encouraged to use controlled vocabularies and formal classification schemas (like the kind used by a library). A narrative description or abstract of the page. The publisher (your employer, your university, your publisher). Anyone who has contributed to the content of the page. The date of publication. Consider using YYYY-MM-DD. This is no place to get creative.

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where Pr{Z = 0} = Pr{Z = a} = 1 . The alphabet for x is X = 2 {0, 1}. Assume that Z is independent of X. Observe that the channel capacity depends on the value of a. 7.3 Channels with memory have higher capacity. Consider a binary symmetric channel with Yi = Xi Zi , where is mod 2 addition, and Xi , Yi {0, 1}. Suppose that {Zi } has constant marginal probabilities Pr{Zi = 1} = p = 1 Pr{Zi = 0}, but that Z1 , Z2 , . . ., Zn are not necessarily independent. Assume that Z n is independent of the input X n . Let C = 1 H (p, 1 p). Show that maxp(x1 ,x2 ,...,xn ) I (X1 , X2 , . . . , Xn ; Y1 , Y2 , . . . , Yn ) nC. Channel capacity. Consider the discrete memoryless channel Y = X + Z (mod 11), where Z= 1, 2, 3 1 1 1 3, 3, 3

Bit error rate (BER) performance is a straightforward measure of the error-correction capability of any coding technique, and of course of convolutional codes The most useful error probability measure is the bit error probability, but rst it is simpler to analyse the so-called node error probability [1, 2, 4] As described in previous sections, the all-zero sequence of a convolutional code can be used to represent any code sequence in terms of the behaviour of the code in the presence of errors, and all sequences that emerge from and return to the all-zero state Sa can be seen as modi ed versions of the all-zero sequence that channel errors convert into other valid code sequences.

The node error probability is the probability that an erroneous sequence which emerges from that node on the all-zero sequence (where a node is a state at a given time instant), and later returns to it, is selected as a valid code sequence The erroneous sequence is selected as valid, instead of the correct sequence, if the number of coincidences the received sequence s r has with respect to the erroneous code sequence is higher than the number of coincidences it has with respect to the correct sequence (in this analysis, the all-zero sequence) The erroneous paths are those de ned by the modi ed generating function T (X, Y, Z ).

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