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A scriptlet is a block of code enclosed between <% and %>. For example, this code includes two scriptlets that let you switch HTML code on or off depending on a condition: <% if (condition) { %> <p>This is only shown if the condition is satisfied</p> <% } %>

Figure 2 9. Navigation rule To create the navigation rule, modify faces-config.xml as shown in Listing 2 7.

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Should a future version of MySQL no longer require \x1a to be escaped, it might be dropped from the list of characters escaped by this function Such database-specific escaping may not be appropriate for data not intended for use in a database transaction In PHP 5, support for MySQL is not enabled by default, so PHP must be compiled with the --with-mysql=<location> configuration directive If that has not been done, then MySQL support will probably not be available..

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The value obtained calculating an expression enclosed between <%= and %> is inserted into the page. For example, in this code, the value resulting from creating a new date is displayed: <%@page import="java.util.Date"%> Server date and time: <%=new Date()%> Any expression will do, provided it results in a value. For example, <%=(condition) "yes" : "no"%> is valid, because it calculates to a string, and it s equivalent to <%if (condition) out.print("yes") else out.print("no");%>.

f c Listing 2 7. Navigation Rule in aces- onfig.xml <faces-config ...> <navigation-rule> <from-view-id>/getsymbol.xhtml</from-view-id> <navigation-case> <from-outcome>ok</from-outcome> <to-view-id>/stockvalue.xhtml</to-view-id> </navigation-case> ... ...You could have more <navigation-case> elements here... ... </navigation-rule> </faces-config>

well-crafted error could be introduced into the stream by an attacker, and might go undetected at the receiving end.

A variable declaration enclosed between <%! and %> is an instance variable shared by all requests for the same page. See the Example: Testing Concurrency section for an example on how you can use it.

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Asymmetric algorithms are those that use a pair of mathematically matched keys, such that a message encrypted using one key can only be decrypted using the other. No transfer of secret keys is therefore required, and any potential risk of exposure is avoided. Asymmetric algorithms are, however, significantly more computationally intensive, and thus slower, than block-based symmetric algorithms, because they require the factoring of very large integers in order to effect encryption and decryption.

Now that you ve defined the navigation rule and cases (only one, actually), the next step is to set the outcome to ok. To do that, modify getsymbol.xhtml as shown in Listing 2 8.

tructured Query Language (SQL) is the most widely used language to interact with DBMSs. The purpose of this appendix is not to provide a comprehensive manual of SQL, but rather to list and explain the most common concepts, terms, and statements. Most DBMSs don t support the whole SQL standard. Moreover, vendors sometimes add nonstandard elements that, in practice, prevent full portability across DBMSs. In this appendix, we ll limit ourselves to standard elements. To help you identify nonstandard keywords, we ve included Table E-12 at the end of this appendix, which shows the keywords defined as reserved by ISO/IEC 90752:2003, which is part of the latest SQL standard.

As we mentioned earlier, one big difficulty in using symmetric encryption is the need for both sides to share a common key. In 1976, Whitfield Diffie and Martin Hellman described the first discovered method of exchanging a secret key via nonsecret means. At the heart of the Diffie-Hellman Key Exchange method, also (and preferably) known as Diffie-Hellman-Merkle for their colleague Ralph Merkle s contribution to its development, is a relatively simple algorithm that can be used by two parties to determine, over public channels, a secret key suitable for use with symmetric encryption. The trio received a patent on the method in 1980, which expired in 1997, making it the option of choice for key transfer. Both sides transform simple, plaintext information sent over public channels to arrive at a shared secret, which is then converted into a key for use with a symmetric encryption algorithm so that the conversation can continue in private.

< xml version="1.0" encoding="UTF-8" > ... <h:form> <h:inputText value="#{b1.sym}"></h:inputText> <h:commandButton action="ok"></h:commandButton> </h:form> </body> </html>

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