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as processing and transmission power. Nodes register with the nearest cluster head and become members of that cluster. Selection of cluster heads and partitioning of the nodes into clusters are essential aspects of mobile ad hoc networking. A clustering algorithm is basically a multileader election problem, and a cluster is similar to a group in distributed systems. Nodes within the cluster are considered members of the cluster head of that particular cluster. Sometimes, to be a member of a cluster head, a node has to lie within the transmission range of that cluster head. Nodes within the transmission range of more than one cluster head are usually called gateway nodes. A distributed gateway is a pair of neighboring nodes from different clusters physically located nearest to each other even though their clusters do not overlap (see Figure 2.3). Most

set_union(), set_intersection(), set_difference(), set_symmetric_difference()

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Heap Algorithms A heap is a form of binary tree represented as an array The standard library provides a max-heap representation in which the key value in each node is either larger than or equal to the key value of its children

make_heap(), pop_heap(), push_heap(), sort_heap()

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (75 / 1065) [2001-3-29 11:32:02]

A floating point literal constant can be written in either scientific or common decimal notation Using scientific notation, the exponent can be written as either E or e By default, literal floating point constants are treated as type double A single precision literal constant is indicated by following the value with either F or f Similarly, extended precision is indicated by following the value with either L or l (again, use of the lowercase instance is discouraged) (Note, too, that the F, f, L, and l suffixes can be applied only when the common decimal notation is used) For example:

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cluster-head election algorithms require that each node be a member of one cluster head and that no two cluster heads be adjacent to each other. In a sense, clustering stabilizes the network topology, makes use of channel economy, eases location management, and provides a simple and feasible power control mechanism for an ad hoc network. Several techniques for hierarchical construction of ad hoc network infrastructures will be discussed in detail in the sequel. Additional information on topology control and distributed clustering can be found in Rajaraman [1] and Basagni [2], respectively.

314159F 01f 12345L 3e1 10E-3 2

00 10L

The divider structure is:

The words true and false are literals of type bool One can write, For example:

A printable literal character constant can be written by enclosing the character within single quotation marks For example:

23 ROUTING WITH VIRTUAL COORDINATES Geographic awareness and on-demand topology formation are two well-known techniques for enabling scalability in ad hoc networks The former (see Kranakis et al [3], Bose et al [4], Mauve et al [5], and Al-Karaki and Kamal [6]) uses nodes locations as addresses, while the latter (see Johnson et al [7], Johnson and Maltz [8], Johnson [9] and Perkins [10]) oods the network only when needed Despite the fact that geographic awareness is often limited by the need to nd ways to route around voids, dead-ends, and obstacles as well as function in sparse environments with very low network densities, its advantages outweigh its limitations in that hosts need only keep their neighbors state and support a fully general any-to-any communication pattern without explicit route establishment This section discusses how to establish location awareness Subsection 23.

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Selected nonprintable characters, the single and double quotation marks, and the backslash can be represented by the following escape sequences (an escape sequence begins with a backslash):

newline horizontal tab vertical tab backspace carriage return formfeed alert (bell) backslash question mark single quote double quote

\n \t \v \b \r \f \a \\ \ \' \"

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