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The same re ection is recorded for Epictetus.26 The city that Marcus mentions is not Rome. It is the universal city of mankind. Private as the Meditations are, Marcus recognizes his role as emperor when he re ects on his duty to serve as a male, mature in years, a statesman, a Roman, a ruler (3.5). But once he re ects impatience with his lot in life, when he is quoting a proverbial maxim: A king s lot: to do good and be damned (7.36.1). He also enjoins himself: Take care not to be Caesari ed, or dyed in purple (6.30; Caesari ed is a verb he seems to have invented in Greek). He also re ects on the brutality of the ghting on the Danube. Two entries are most revealing of his experience of warfare. Later he writes:

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One thing about South Africa is certain: it is not a nearshore market for any country, although it does share time zones and working hours with large parts of Europe. That said, its historical involvement with Europe, although

(5.35) (A6.10) (5.36)

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The <say-as> element is used to indicate information about the type of text construct contained within the element and to help specify the level of detail for rendering the contained text. Interpreting the contained text in different ways will typically result in a different pronunciation of the content (although a speech synthesiser is still required to pronounce the contained text in a manner consistent with how such content is normally produced for the language). The <say-as> element has three attributes: interpret-as, format and detail. The format, and detail attributes are optional. The interpret-as attribute indicates the content type of the contained text construct, e.g. date to indicate a date, or telephone to indicate a telephone number. The optional format attribute provides further hints on the precise formatting of the contained text, e.g. a value of dmy could be used to indicate that a date should be spoken in the format of date, then month, then year. The optional detail attribute indicates the level of detail to be spoken although it is not defined for many interpret-as types. The values for the <say-as> attributes are not specified in the SSML specification itself but rather in a separate W3C Note [53]. Values for interpret-as, format and detail are simply ignored if they are not recognised by the speech synthesiser. Below are some common examples of <say-as>: <say-as interpret-as="date" format="mdy">2/3/2006</say-as> <!-- Interpreted as 3rd of February 2006 --> <say-as interpret-as="time" format="hms24">01:59:59</say-as> <!-- Interpreted as 1 second before 2 o clock in the morning --> <say-as interpret-as="ordinal">12</say-as> <!-- Spoken in English as "twelfth" --> <say-as interpret-as="cardinal">9</say-as> <!-- Spoken in English as "nine" --> <say-as interpret-as="characters" format="characters">WAY</say-as> <!-- Spoken as letters W, A, Y and not the word "WAY" -->

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For open, closed, and mixed queueing networks whose nodes consist only of the four described node types, the steady-state probabilities have the following product-form: (7.76)

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izing constants). This algorithm iteratively computes the normalization constant and the performance measures. It is very well suited for networks with a small number of nodes but a large number of jobs. The CCNC algorithm (coalesce computation of normalizing constants) [ChSa80] is especially used when storage space is limited. That the convolution algorithm, the mean value analysis, and LBANC can be derived from each other has been shown by [Lam81]. The DAC algorithm (distribution analysis by chain) [SoLa89] is used to directly compute the state probabilities of a product-form queueing network. A generalization of the MVA to higher moments is introduced in [Stre86]. Other algorithms for determining the normalization constant are the algorithms of [Koba78] and [Koba79] (w h ic h are based on the enumeration of polynomials of Polya), and the partial fraction method of [Moor72]. For very large networks, execution time of the preceding algorithms is not acceptable. Many approximation algorithms have been developed for this purpose. Exact and approximate algorithms are discussed in this chapter and in 9 and are summarized in Fig. 8.1.

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