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We have seen that BGP has attractive properties as the routing protocol for carrying the VPN routes across the provider s network. However, a BGP speaker can only install and distribute one route to a given address prefix, which is problematic when carrying VPN addresses that are from private (and thus possibly overlapping) address spaces. The solution is to make the private addresses unique by concatenating an identifying string called the route distinguisher (RD) to the IP prefix, in effect creating a new address family (the VPN-IPv4 address family). The BGP multiprotocol (MP) capability allows BGP to carry prefixes from multiple address families [RFC2858]. This is why sometimes, in the context of VPNs, BGP is referred to as MP-BGP. The address family (AFI) and subsequent address family (SAFI) used for encoding the VPN-IPv4 address family are 1 and

} indent--; } public static void main (String [] args) { try { DocumentBuilderFactory factory = DocumentBuilderFactory.newInstance(); DocumentBuilder builder = factory.newDocumentBuilder(); if (builder.isNamespaceAware()) { System.out.println( Builder is namespace aware ); } else { System.out.println( Builder is not namespace aware ); } if (builder.isValidating()) { System.out.println( Builder is validation capable ); } else { System.out.println( Builder is not validation capable ); } Document document = builder.parse(new File( PurchaseOrder.xml )); new MyDOMExample().printDocTree(document); } catch (ParserConfigurationException pce) { System.out.println( ParserConfigurationException occurred : +pce); } catch (FactoryConfigurationError fce) { System.out.println( FactoryConfigurationError occurred : +fce); } catch (FileNotFoundException fnfe) { System.out.println( FileNotFoundException occurred : +fnfe); } catch (Exception e) { System.out.println( Exception occurred : +e); } } }

model) However, a nonexploding bushy tree construction technique was developed by Tang and Lange in 1999 to overcome this problem5 Carr and Yang (1997) developed a method based on the strati cation technique of Barraquand and Martineau (1995) Carr and Yang use buckets or cells for the money market account (numeraire) in the LMM and use Markov chain dynamics for the transition between buckets The Markov chain transitional probabilities are computed via Monte Carlo simulation During each simulation, each particular bucket of the money market numeraire is associated with a state on the yield curve The curve is found by averaging all simulated yield curves that passed through the bucket Once the Markov chain of numeraires and yield curves has been constructed, a backward induction algorithm similar to the one applied to lattices allows American and Bermudan-style options to be valued.

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The first step in selecting a product or software component is discovering the choices that exist for that component. This part of the software-selection process is called the market survey. Essentially, a market survey is a search for all products that fit within a particular product category. Use the search to collect and organize information about the products. At this point, you re not usually weeding out any products, but rather trying to collect as much information as you can about as many relevant products as possible.

As mentioned previously, you can use a circular reference to your advantage in some situations. A circular reference, if set up properly, can serve as the functional equivalent of a Do-Loop construct used in a programming language such as VBA. An intentional circular reference introduces recursion or iteration into a problem. Each intermediate answer from a circular reference calculation functions in the subsequent calculation. Eventually, the solution converges to the final value. By default, Excel does not permit iterative calculations. You must explicitly tell Excel that you want it to perform iterative calculations in your workbook. You do this on the Calculation tab of the Options dialog box (see Figure 16-3).

6 While the algorithm yields good results, it is subject to several potential problems and biases First, the strati cation variable, the money market account, is a weak indicator of the state of the yield curve As Andersen (1999) points out, some of the biases include (1) a bias from forcing Markovian dynamics on a non-Markovian variable; (2) a bias from averaging yield curves at each bucket; (3) a bias from basing the exercise decision solely on the state of the numeraire; and (4) a bias from, in effect, using the same random paths to determine both the exercise strategy and the option price7 A third method for pricing Bermudan swaptions was postulated by Clewlow and Strickland The method, as with Carr and Yang (1997), is based on reducing the exercise decision to the state of single variable, which is chosen to be the xed side of a swap.