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204 EXTENSIONS 2041 Networks with Unidirectional Links In this subsection, we extend the dominating-set-based routing to ad hoc wireless networks with unidirectional links In an ad hoc wireless network, some links may be unidirectional due to different transmission ranges of hosts or the hidden terminal problem [34], in which several packets intended for the same host collide and, as a result, they are lost With few exceptions, such as the dynamic source routing protocol (DSR) [3], most existing protocols assume bidirectional links Prakash [27] studied the impact of unidirectional links on some of the existing distance vector routing protocols such as destinationsequenced distance vector (DSDV) [26], and found that unidirectional links prove costly It is shown that hosts need to exchange O(|V|2) amount of information with each other, where |V| is the number of hosts in the network.

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In a network with directed links, the domination concept has to be redefined Specifically, an ad hoc wireless network is represented as a directed graph D = (V, A) consisting of a finite set V of vertices and a set A of directed edges, where A V V D is a simple graph without self-loop and multiple edges A directed (also called unidirectional) edge from u to v is denoted by an ordered pair uv If uv is an edge in D, we say that u dominates v and v is an absorbant of u A set V V is a dominating set of D if every vertex v V V is dominated by at least one vertex u V Also, a set V V is called an absorbant set if for each vertex u V V , there exists a vertex v V which is an absorbant of u.

VI = 3V,

(F.7)

The dominating neighbor set of vertex u is defined as {w|wu A} The absorbant neighbor set of vertex u is defined as {v|uv A} A directed graph D is strongly connected if for any two vertices u and v, a uv path (ie, a path connecting u to v) exists It is assumed that D is strongly connected If it is not strongly connected, the network management subsystem will partition the network into a set of independent subnetworks, each of which is strongly connected Other concepts related to graph theory and, in particular, directed graphs can be found in [2] The objective here is to quickly find a small set that is both dominating and absorbant in a given directed graph Note that the absorbant subset may overlap with the dominating subset.

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