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properties in a timely manner could allow to perform some data or service replication, so that the network can continue to function after the partition occurred This kind of detection may also be used at deployment time (eg, while deciding a common communication radius) to ensure that no such critical node or link exists, that is, the network is biconnected Both approaches may be considered to add fault tolerance to the network We discuss below some ideas for detecting critical links and nodes Algorithms for detecting critical nodes and links based on global knowledge are well known However, their use in sensor networks is limited since this requires the entire topology to be known by a single entity, which is not scalable and implies a delay between topological changes and the system reactions.

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lation Centers. Each center is assigned a unique role for leadership in a given area in order to prevent overlap in research. The leading centers for nanotech research are the Ames Center for Nanotechnology, the Langley Research Center, and the Goddard Center.24 Their focuses are computational, material, and applied nanotechnology research, respectively. NASA s organizationwide nanotech goals include creating new sensors, new materials and advanced micro-electronics.25 The NASA Commercial Technology Division (NCTD) coordinates research across facilities while each NASA center operates its own commercialization and technology transfer office in order to tailor services to the industries with which they are most closely associated.26 (See Table 10.5.)

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It appears therefore preferable to try to detect critical links and/or nodes in a local and distributed manner, even if making possibly a few appreciation mistakes that imply a more pessimistic view of the connectivity (an element seen as critical while not being so) In a global context, a node or link is said to be critical, if its removal disconnects the network, that is, if this partitions it into several connected components The de nitions of what critical nodes and links are must be slightly modi ed in a localized context As introduced in Jorgic et al (2004), a node can be said to be locally critical if its removal disconnects the subgraph of its p-hop neighbors In the case of links, several de nitions can be considered, and three were proposed in the same paper, based on the method used to look at the local connectivity.

A relation R on A is a partial ordering if R is re exive, antisymmetric, and transitive. Examples of partial orderings are Z or r on the real number line, or + or D on P(A). Examples of nonpartial orderings are o or Won the real number line, & or ' on P(A). (Both of these are asymmetric and antisymmetric.) 4.3.5 Equivalence Relations

NCFFR, Report of the National Commission on Fraudulent Financial Reporting, 1987. For further discussion, see the Committee of Sponsoring Organizations of the Treadway Commission (COSO), International Control-Integrated Framework 4, COSO of the Treadway Commission (1992), pp. 8 10.

business, and other details of the corporation The charter also includes bylaws, which are the official rules and regulations governing the corporation s management Board of Directors Once companies are incorporated, shareholders elect a board of directors to be the governing body of the corporation The board s primary job is to ensure that management is acting in the interests of the owners The members of the board of directors are paid in cash and/or stock, meet several times each year, and vote on many major company decisions When a company is first formed, the board may be composed of only the scientific founders and the CEO As the company grows, it may seek board members with industry experience and financial contacts in order to take advantage of their management experience and access to capital sources.

These methods are illustrated in Figure 76 The rst method consists of looking at the p-hop neighbors of both end points and see if some are in common (Fig 76a) The second one is to initiate a face traversal on both sides of the tested link in order to see if the other end point is reached before two hops (Fig 76b) Finally, the link can also be decided critical if its end points are critical themselves, and this information is already available (Fig 76c) Depending on whether position information is available to the nodes, a variation of each de nition can be considered, as discussed in Jorgic et al (2004) Let us consider the simple example given in Figure 77, where nodes A and B must determine if their common link is critical, based on a one-hop neighboring.

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