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The GetCookie() function takes the name of the cookie that you wish to retrieve as an argument. When you call the GetCookie() function, be sure that you pass the correct name of the cookie that you wish to retrieve. The GetCookie() function then requests the cookie property of the document to return the contents of the cookie file. The GetCookie() function identifies the location of the cookie that corresponds to the argument passed to this function. It then passes this location to the getCookieVal() function that ultimately returns the value saved in the cookie requested. Before we delve into more details of the GetCookie() function, let s display the complete code of this function. For better understanding, we ll then break the code into small code snippets and give an explanation for each statement.

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by the design It is usually pretty straightforward to evaluate the number of LSPs for which a box is ingress or egress because this information is derived directly from the tunnel end-points It is less obvious how to determine the number of LSPs that may transit a particular box The temptation is to assume that all LSPs may cross a single node in the network This is true for networks where choke points exist Such choke points could be, for example, the PoPs connecting major regions (such as the US and Europe areas of a network) However, in most designs it is safe to assume that transit LSPs are distributed among the routers in the core Either way, the analysis must be performed not just for the steady state but also for the failure scenarios, when LSPs reroute in the network.

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Finally, one factor often overlooked when computing the total number the LSPs on a box is the extra LSPs that are created due to features that are turned on in the network One example is the bypass LSPs used for fast reroute and another example is the extra LSPs created with make-before-break on reoptimization The number of LSPs in the network is a concern not only because of the scaling limits of the equipment used but also because of the operational overhead of provisioning, monitoring and troubleshooting a large number of LSPs In particular, configuring a full mesh of LSPs between N devices can be very labor intensive to set up and maintain When a new LSR is added to the mesh, LSPs must be established from it to all the other N LSRs in the mesh.

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However, because LSPs are unidirectional, LSPs must also be set up from all the existing LSRs to the new LSR in the mesh This is a problem, because the configurations must be changed on N different devices The RSVP automesh capability discussed in the Foundations chapter ( 1) automates the process of LSP initiation The IGPs are extended to carry information regarding the membership of an LSR to a particular LSP mesh When a new LSR is added to the mesh, all the existing LSRs find out about it automatically and can initiate LSPs back to it4 While RSVP automesh can help alleviate the provisioning challenge of dealing with a large number of LSPs, the burden of monitoring and troubleshooting the LSPs still remains Operators.

Table Name argument: The Table Name argument takes on different types of values depending on whether you select Import or Export in the Transfer Type argument field. When you are exporting from Access to Excel, the Table Name argument will be the name of the Access object you want to export. You enter the name of a table or query in this field. You will not have a drop-down menu to choose from, so you must manually type in the table or query name. When importing a spreadsheet, the Table Name argument is the name of the Access table to which you will import. If the table name does not exist, Access will create a new table with that name. If the table name already exists, Access will append the imported spreadsheet to the existing Access table.

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5.5 Eb/N0 (dB)

As with the SELECT command, the use of an asterisk specifies the deletion of all records from a particular table. The WHERE clause is used along with the selection criterion to specify the selective deletion of records from a table. The syntax in such a case will be:

which means that a Bermudan swaption will be exercised (if in-the-money) on the last exercise date if it has not been exercised earlier. Andersen suggests two speci cations of f. The rst is 1, if Si, e (Ti ) > H(Ti ) I(Tx ) = 0, otherwise The second, and more restrictive, one is 1, if Si, e (Ti ) > H(Ti ) and Si,e (Ti ) max j = i +1,..., x S j,e (Ti ) I(Tx ) = 0, otherwise

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