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he x in Ajax stands for XML, and this chapter is all about working with XML in Ajax applications The bulk of the material in this chapter has to do with using XML in JavaScript, because, as you ve already seen, doing so is not straightforward by any means But you re going to gain valuable experience in XML handling in JavaScript in this chapter We ll start with a discussion of how XML works (this book assumes you know HTML, but doesn t make the same assumption about XML)

Octal Another scheme, sometimes used in computer programming, is the octal number system, so named because it has eight symbols (according to our way of thinking), or 23 Every digit is an element of the set {0, 1, 2, 3, 4, 5, 6, 7} This system is also known as base 8 or radix 8 Hexadecimal Another system used in computer work is the hexadecimal number system It has 16 (24) symbols These digits are the usual 0 through 9 plus six more, represented by A through F, the first six letters of the alphabet The digit set is {0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F} This system is sometimes called base 16 or radix 16

Writing your own XML is a lot like writing your own HTML you use tags, elements, and attributes, just as you do in HTML The crucial difference is that in XML, you make up your own element names For example, here s what an HTML document might look like, using the predefined element names in HTML 401:

The development of software applications and devices to implement and improve the use of telecommunications and network technology will keep a lot of computer professionals busy Voice mail involves voice storage and forwarding systems that enable users to leave, receive, and store verbal messages for people worldwide Electronic mail (E-mail) enables a sender to connect to a system or network, enter a message, and send it to another person Personal communications devices using wireless and conventional phone networks are smaller and lighter and use less power than traditional cellular phones, and they offer pagers and messenger systems that can receive and store E-mail Electronic document distribution involves transporting documents over communications lines and networks Telecommuting enables employees to work at home using a personal computer or terminal linked to the office computer via a modem Videoconferencing centers use voice, video, and audio systems to enable participants at distant locations to have a conference Group work software and technology allows people to share ideas, documents, and information around the office or the world Electronic data interchange uses network systems that allow output from one system to be processed directly as input to other systems Public network services such as America Online and CompuServe give personal computer users access to databases and services

Logic refers to the reasoning used by electronic machines The term is also used in reference to the circuits that make up digital devices and systems

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Boolean Algebra Boolean algebra is a system of mathematical logic using the numbers 0 and 1 with the operations AND (multiplication), OR (addition), and NOT (negation) Combinations of these operations are NAND (NOT AND) and NOR (NOT OR) This peculiar form of mathematical logic, which gets its name from the nineteenth-century British mathematician George Boole, is used in the design of digital logic circuits Symbology In Boolean algebra, the AND operation, also called logical conjunction, is written using an asterisk (*), a multiplication symbol ( ), or by running two characters together, for example, X*Y The NOT operation, also called logical inversion, is denoted by placing a tilde (~) over the quantity, as a minus sign ( ) or dash (-) followed by the quantity, as a lazy inverted L ( ) followed by the quantity, or as the quantity followed by an accent or prime sign ( ) An example is X The OR operation, also called logical disjunction, is written using a plus sign (+), for example, X + Y The foregoing are the symbols used by engineers Table 26-1A shows the values of these functions, where 0 indicates falsity and 1 indicates truth In mathematics and philosophy courses involving logic, you may see other symbols used for conjunction and disjunction The AND operation in some texts is denoted by a detached arrowTable 26-1A