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PE2 and PE3 know that the incoming frame belongs to customer X s VPLS, by virtue of the pseudowire on which the frame arrived PE2 and PE3 each perform a lookup on the destination MAC address in their VPLS forwarding tables corresponding to customer X If PE2 does not know the location of MAC address J, it floods the frame on its local ports facing CE4 and CE5 Note, however, that it does not flood the frame to any of the other PEs in the network there is no need to do so, because all the PEs are fully meshed, so each receives a copy of the frame directly from the ingress PE This split horizon scheme ensures that forwarding loops do not occur (otherwise PE3 might send the frame to PE2 which sends it to PE1 which sends it to PE3 again and so on).

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Oftentimes, you will have fields that contain empty values. These values are considered null a value of nothing. The Is Null operator filters all records that have the database value Null in the Criteria field. See Figure 2-22.

Similarly, PE3 sends the frame on to the port facing CE7 (but not CE6, since CE6 does not belong to customer X s VPLS)..

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be manually configured on PE1, if the ASBR that would be chosen by routing is unsuitable. For example, if the ASBR that would be chosen by reference to the routing table is ASBR5, but SP B does not support interprovider pseudowires, the manual configuration would be necessary to ensure that ASBR1 is chosen as the next-hop of the pseudowire in order that the pseudowire passes through SP C s AS. 3. A means to signal the QoS requirements of the pseudowire. In the case of the example in the figure this would be the fact that a bandwidth reservation of 30 Mbps for the class type (CT) corresponding to ATM CBR is required. At described in the Traffic Engineering chapter and DiffServ Aware Traffic Engineering chapter of this book (s 2 and 4 respectively), RSVP has the requisite mechanisms to signal QoS requirements. 4. For the setup of the pseudowire to be successful, sufficient bandwidth resources have to be available on a transport LSP corresponding to each hop of the pseudowire. Admission control of the pseudowire on to an LSP needs to be performed at each hop of the pseudowire. For example, PE1 has to ensure that 30 Mbps of bandwidth of the appropriate CT is available on an LSP from PE1 to ASBR1. Similarly, ASBR2 needs to ensure bandwidth is available on an LSP to ASBR3 and so on. The same process also occurs in the reverse direction, bearing in mind that the pseudowire is bidirectional.

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7.7.3 MPLS Operation MPLS basically assumes that the IP forwarding operation will be based on a label. This will improve forwarding efficiency while allowing path setup to be defined in a more flexible way. A simplified way to understand its basic operation is to describe MPLS as follows: Each MPLS node executes a routing protocol (OSPF, BGP, etc.) to discover paths (routes) and determine destination reachability. At the MPLS domain border, every incoming packet is associated with a forward equivalent class (FEC). Every defined FEC is associated with a route through the MPLS domain. At an MPLS domain border, packets also receive a label that assigns it to a specific FEC. Label information is distributed among the MPLS nodes before the forwarding process begins. Forwarding at the MPLS nodes is based on MPLS labels. Hop-by-hop forwarding using labels follows a label switched path (LSP).

M 6 5 4 3 2 1

The next section is also a reference, but it is a resource reference that will be used to get the DataSource from the container, as you can see in the following code:

In the preceding statements, the argument tup of type tuple is passed to the lambda expression. The lambda expression is called using the variable s. Note that the arguments passed to the lambda expression are returned in the form of a tuple. You can also enable a lambda form to return multiple values in the form of a list, a tuple, or a dictionary. The preceding example used a tuple. Let s examine an example in which the return value is stored in a list.

j =1

Under P, the random variables Zi are normal with zero mean and covariance E[ZiZj] = ij. However, Zi i are normal random variables with zero mean and covariance under P . Therefore, the change of probability measure P P is equivalent to the change of variables Z Z and for expectations, we get E [f(Z )] = E[f(Z)] and E [f (Z)] = E[ (Z)f (Z)].

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