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This method of transferring CAMEL data to the GGSN during PDP context activation has some limitations For example, the elements number of DP encountered and level of CAMEL service may change during the duration of the PDP context Also, the free format data may be supplied or appended during the PDP context duration No method is de ned for the transfer of CAMEL data from the SGSN to the GGSN during an active PDP context 5311 Operator-determined Barring When the gsmSCF supplies the APN to the SGSN, this APN may still be subject to ODB ODB for GPRS is introduced in 3GPP Rel-4; refer to 3GPP TS 22041 [63] (section on packet oriented services ) for the ODB service requirement description and 3GPP TS 23015 for technical implementation of ODB When a subscriber initiates a PDP context, the SGSN checks whether the subscriber is prohibited from establishing a PDP context to this APN This check takes place during APN and GGSN selection If the PDP context is barred due to ODB, then this will be noti ed to the CAMEL service, if the CAMEL service is active The noti cation may take the form of event noti cation (PDP context disconnect) or the entity released GPRS operation There is no call barring supplementary service de ned for PDP context establishment 5312 GPRS Roaming Scenarios CAMEL control of GPRS applies to HPLMN usage and VPLMN usage When a subscriber attaches to an SGSN in a PLMN other than the HPLMN, then the SGSN may or may not support CAMEL phase 3 See Section 5313 for GPRS location update procedure When the SGSN does not support CAMEL phase 3, then the HLR may apply one of the following actions: (1) disallow attachment to the SGSN the subscriber may attempt to attach to an SGSN from another operator in that country; (2) allow attachment to the SGSN; (3) allow attachment, with reduced set of PDP context pro les the HPLMN operator may disallow use of a GGSN in VPLMN; (4) allow attachment, but apply operator determined barring (ODB) for PDP context activation; the subscriber may attach, but cannot establish PDP contexts As a further option, the ODB setting may entail network-initiated PDP context being allowed, but UE-initiated PDP context being disallowed The action to be taken by the HLR in this case is not speci ed by CAMEL; CAMEL speci es only that the HLR shall not send GPRS-CSI in this case An HLR vendor may de ne more actions that may be taken in this case The use of GGSN in the HPLMN or GGSN in the VPLMN depends on operator agreement and may be con gured in the PDP context pro le Using a GGSN in the VPLMN may result in more ef cient traf c routing On the other hand, using a GGSN in the HPLMN allows the operator to have the GGSN apply validation on the PDP context, for example 53121 PDP Context Charging from the GGSN If a roaming subscriber establishes a PDP context using the GGSN in the HPLMN, then charging may take place in the GGSN Figure 560 presents an example scenario whereby the GGSN invokes a CAMEL phase 3 service from the GGSN The protocol used between GGSN and gsmSCF is denoted by CAP v3 , meaning that not all the CAP v3 control capability is available in this method This method is not speci ed by CAMEL, but is used in some networks The provisioning of GPRSCSI in the GGSN is vendor-speci c The GGSN may trigger the CAMEL service when it deduces from the SGSN address in the create PDP context request GTP message that the subscriber is attached to a non-CAMEL phase 3 supporting SGSN.

(n) De nition 351 State j is said to be accessible from state i if pij > 0 for some n 0 Two states i and j are said to communicate if j is accessible from i and i is accessible from j (0) Since pii = 1 by de nition, we always have that any state i is accessible from itself It is convenient to write i j if state j is accessible from state i The concept of communication enables us to split up the state space in a natural way into disjoint closed sets of recurrent states and a set of transient states (for the nite-state Markov chain an algorithm is given at the end of this subsection) Recall that a non-empty set C of states is called a closed set if pij = 0 for i C and j C That is, the Markov chain cannot leave the set C once it is in the set / C By de nition the state space I is always a closed set A closed set C is called irreducible when the set C contains no smaller closed set

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