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538 Network-initiated PDP Context Establishment The PDP context establishment is always performed by the subscriber, ie MO PDP context establishment The network may perform charging for this PDP context, using APN, QoS, end user address, etc, as parameters An application may, however, need to establish a PDP context with a subscriber, ie MT PDP context establishment To a large extent, the network-initiated PDP context establishment is a regular PDP context establishment For network-initiated PDP context establishment, network signalling is used to request the UE to establish a PDP context The SGSN sends the DTAP message Request PDP Context Activation to the UE This request for PDP context establishment contains parameters that are required by the UE to establish the PDP context Details of this message are described in 3GPP TS 24008 [94] When the UE establishes a PDP context in response to the request from the network, the SGSN includes an indication in CAP IDP-GPRS, PDP initiation type = network initiated The CAMEL service may decide not to charge the subscriber for this PDP context When a PDP context that is established in this manner is subject to inter-SGSN RAU, then the CAMEL service invocation from the new SGSN will not include this indication; this is due to the fact that the GTP SGSN context response message, sent from old SGSN to new SGSN during inter-SGSN RAU, does not include this indication However, the CAMEL service that is active before RAU should take care to store this information in the charging support node 539 Secondary PDP Context The secondary PDP context mechanism enables a subscriber to associate a second PDP context with an already existing PDP context This secondary PDP context uses the same APN and PDP address The QoS of the secondary PDP context may differ from the QoS of the associated primary PDP context The establishment of the secondary PDP context may lead to CAMEL service invocation in the same manner as a primary PDP context A parameter in CAP IDP-GPRS, secondary PDP context , indicates that this PDP context is a secondary PDP context The CAMEL service may skip the APN validation procedure, as this was already performed during the establishment of the associated primary PDP context The CAMEL service should also take care when modifying the APN, as that may result in failure for this PDP context establishment If the CAMEL service supplied or modi ed the APN for the primary PDP context, then the CAMEL service should use the same, modi ed APN for the secondary PDP context The GGSN allocates different charging Id s for the primary PDP context and the associated secondary PDP context Therefore, if the subscriber has multiple PDP contexts active, then CAMEL service may use APN and end user address to associate the secondary PDP context with a primary PDP context The CAMEL service may apply a reduced rate for the secondary PDP context,.

.

for |z| 1 has the form (346)

N (z) , D(z)

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where N (z) and D(z) are functions that have no common zeros The functions N (z) and D(z) are analytic functions that can be analytically continued outside the unit circle |z| 1 (b) Letting R > 1 be the largest number such that both functions N (z) and D(z) are analytic in the region |z| < R in the complex plane, the equation D(x) = 0 has a smallest root x0 on the interval (1, R) In speci c applications the denominator D(z) in (346) is usually a nice function that is explicitly given (this is usually not true for the numerator N (z)) It is only the denominator D(z) that is needed for our purposes Theorem C1 in Appendix C shows that under Condition A plus some secondary technical conditions the state probabilities j allow for the asymptotic expansion (345) with = 1 x0 (348) (347)

Condition A is a condition that seems not to have a probabilistic interpretation Next we give a probabilistic condition for (345) to hold This condition is in terms of the one-step transition probabilities pij of the Markov chain Condition B (a) There is an integer r 0 such that pij depends on i and j only through j i when i r and j 1 (b) There is an integer s 1 such that pij = 0 for j > i + s and i 0 (c) Letting j i denote pij for i r and 1 j i + s, the constants k satisfy

(O_Exception)

k=

j =

This is a homogeneous linear difference equation with constant coef cients A standard method to solve such a linear difference equation is the method of particular solutions Substituting a solution of the form j = wj in the equilibrium equations for the j with j r + s, we nd the so-called characteristic equation ws

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