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Line 1 is an example of a JSP directive A JSP directive sets various page parameters that affect the structure and properties of the JSP page The directive coded on line 2 states that the scripting language used in this JSP page is Java In the JSP 11 and 12 specifications, the only defined and required scripting language for the language attribute is java However, other JSP implementations support other scripting languages beside Java Allaire's "Jrun" and Caucho Technology's "Resin" are JSP implementations that support JavaScript and Java as scripting languages A few points about coding JSP directives are in order here Notice that the JSP directive (line 1) is bracketed by <%@ and %> You may code whitespace between the @ sign and the directive (page in this case) You cannot code any whitespace between the attribute and its value (language="java" in this case).

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either the current MF of the MA or the MF of the visiting mobile node. Both the MA and the mobile node replace their MF value with the newly selected MF. From the point of the multicast tree, a MA extends the tree from an MF among adjacent networks that belong to the multicast delivery tree for the group. Because the mobility of mobile nodes is expected to show locality characteristics, this MF is one of the more adjacent multicast tree nodes from the current network. Comparing these proposals, the multicast tree in the foreign-agent based proposal is the most optimal one. But frequent movement requires frequent reconfigurations of the multicast tree. This puts a high load on the multicast routers. The MMA proposal has the second-best tree, and not every movement will cause the multicast tree to change. It therefore provides good multicast support for mobile nodes. However, every foreign network has to deploy MAs. All these schemes assume that the mobile host is just one wireless hop away from the fixed infrastructure, which is characteristic of cellular networks. They are therefore not able to handle truly ad hoc networks, in which intermediate nodes are mobile as well.

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Figure 7.1 Example of two rooted trees. Panel A shows an example of an ultrametric tree, whereas panel B shows an example of a path-length or additive tree.

Here is an example of the LINK element used to link to an external style sheet called may2000.css that exists in the styles subdirectory:

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4, "The Elements of a JSP Page," contains more information on JSP directives Lines 10 through 15 contain a JSP scriptlet Scriptlets are pieces of Java code that are inserted into the service method generated by the JSP translator Scriptlets are sandwiched between <% and %> Line 10 shows a Java String declare with a call to method getParameter from the predefined request object instantiated from class HttpServletRequest As you can read in 4, JSP pages have access to a set of predefined objects, of which the request object is one The call to getParameter requires a parameter name represented as a string object as an argument The argument used is the name of the text input box coded on line 2 from Listing 3-1 (yourname) Line 11 shows another string declare, yourNameReverse, initialized with a call to reverse(), a method from the StringBuffer class in the javalang package.

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The decoding procedure for calculating the values of i (u) and i (u , u) is applied as follows: 1. Set the initial conditions 0 (0) = 1 and 0 (u) = 0, u = 0, and the contour conditions n (0) = 1 and n (u) = 0, u = 0 for u = 0, 1, 2, . . . , U 1. 2. After receiving Yi , the decoder calculates i (u , u) with equation (53) and determines i (u) with equation (51). The obtained values are stored for every i and every u. n 3. After receiving the whole sequence Y1 , the decoder recursively calculates the values i (u) by using expression (52). Once all the values i (u) are determined, they can be multiplied by i (u) and i (u , u) in order to determine values of i (u) and i (u , u) according to expressions (46) and (48). Any event dependent on the trellis states can be measured by adding the corresponding probabilities i (u), and any event dependent on the trellis transitions can be measured by adding the corresponding probabilities i (u , u). The iterative calculation of the values i (u) is usually called the forward recursion, while the iterative calculation of values i (u) is called the backward recursion. The input information probability is related to the values i (u), and the coded information probability is related to the values i (u , u). Example 7.1: The BCJR algorithm is applied to the decoding of the block code Cb (5, 3) with minimum Hamming distance dmin = 2 and the generator matrix 1 G = 0 0 0 1 0 1 0 1 0 1 1 0 0 1

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