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recommended The parameter M is taken as a power of 2 (say, M = 32 or M = 64) while the parameter m is chosen equal to 4M The choices of M and are not particularly relevant when f is smooth enough (theoretically, the accuracy increases when gets smaller) In practice it is advisable to apply the algorithm for and 1 to see whether or not the results are affected by the choice of 2 Non-smooth functions The Den Iseger algorithm may also perform unsatisfactorily when f or its derivative has discontinuities In such cases the numerical dif culties may be circumvented by using a simple modi cation of the algorithm To do this, assume that f (s) can be represented as (F5) f (s) = v(s, e x0 s ) for some real scalar x0 and some function v(s, u) with the property that for any xed u the function v(s, u) is the Laplace transform of a smooth function As an example, consider the complementary waiting-time distribution f (t) = P {Wq > t} in the M/D/1 queue with deterministic service times D and service in order of arrival; see 9 This function f (t) is continuous but is not differentiable at the points t = D, 2D, The Laplace transform f (s) of f (t) is given by f (s) = s + e sD , s[s + e sD ] (F6)

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where is the average arrival rate and = D < 1 Then (F5) applies with x0 = D and v(s, u) = s + u s(s + u)

In this example we have indeed that for any xed u the function v(s, u) is the Laplace transform of an analytic (and hence smooth) function In the modi ed Den Iseger algorithm the basic relation (F2) should be modi ed as n 1 eb j v j (t) cos( (t + 1)) dt (F7) f( )

.

j =1 1

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GPRS-CSI TDP de nitions Description Indication of the position in a GPRS state model Service key to be used for the CAMEL service invocation Address of the SCP to which the service invocation shall be addressed; this address is a GT The default handling indicates what handling the gprsSSF shall take in the case of CAMEL dialogue failure; the handling may be continue or release

It is essential that in (F7) the constant > 0 is chosen such that |x0 | is a multiple of , where x0 comes from (F5) As before, the integral in (F7) can be approximated

The waiting-time probabilities P {Wq > t} 0554891814301507 0100497238246398 0011657108265013 000001819302497 3820E-10

j =1

b + i j + i (p/m 1)

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GPRS-CSI also contains the elements noti cation to CSE and csi active These elements relate to the CAMEL phase 3 feature Subscription data control This feature is described in Section 58 533 GPRS State Models For the purpose of CAMEL control, two state models are de ned in GPRS: (1) GPRS session state model; and (2) PDP context state model For both state models, CAMEL control may be applied The contents of GPRS-CSI determine for which state models a CAMEL service may be invoked 5331 GPRS Session State Model The GPRS session state model relates to the attach/detach state of a subscriber An instance of this state model is created when the subscriber attaches to the SGSN The state model instance remains active for the entire attachment duration (unless an inter-SGSN routing area update takes place) If GPRS-CSI was received from the HLR during the location update procedure (ie during attachment) and GPRS-CSI contains a TDP related to this state model, then a CAMEL service will be invoked Figure 535 re ects the GPRS session state model When the GPRS Session state model is instantiated, ie the subscriber has attached to the SGSN, a CAMEL service may be invoked, depending on the contents of GPRS-CSI GPRS-CSI may contain the following TDPs related to the GPRS session state model: Attach this TDP indicates that a CAMEL service will be invoked as soon as the subscriber has attached to the SGSN The CAMEL service that is invoked at this point may remain active for the entire attachment duration Change of position this TDP indicates that a CAMEL service will be invoked when interSGSN routing area update occurs (change of position) The use of this TDP is explained further in Section 5372

b + i (p/m 1)

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