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Wang et al. (2005) presented a grid-quorum-based relocation protocol. In this protocol, the sensory eld is evenly partitioned into grids. In each grid, one node is elected as grid head and takes the responsibility to collect the information of all the grid members; based on grid members location, a grid head determines redundant sensors and detects sensing holes. The grid heads in a row form a supply quorum. The grid heads in a column form a demand quorum. A grid head publishes the information about the redundant nodes inside its grid along its residing supply quorum. When any grid needs more sensors for hole healing, the grid head searches along its residing demand quorum to discover the closest redundant node. To reduce message complexity, information about already discovered closest redundant node is piggybacked on the search message and used to restrict the distance that the message may travel further. This protocol uses shifted replacement migration method. Migration path is constructed by a ooding process con ned within an elliptic zone covering both the sensing hole and the redundant node. The protocol does not address how to ensure replacement discovery in the presence of void areas (e.g., empty grids appearing in demand quorum and blocking search messages). It is hard to predetermine the size of the elliptic search zone so as to guarantee success of migration path discovery. On the other hand, setting the zone to the entire network can provide the guarantee, but induces increased message overhead. Li and Santoro (2006) presented a zone-based sensor relocation protocol (ZONER) on the basis of the quorum technique. In ZONER, each predetermined

Why do I get the feeling, Jim said to Dale, Sebastian, and Linda, That I am about to hear some very bad news. That we have to scrap the FAST IT plan and start over again. I don t have the stomach for that, nor the budget. He points his trouble stick at Dale. I want answers. You go first. Well, Dale replies. My IT colleagues have taught me a basic principle of technology change in large organizations. It seems we typically overestimate what we can do in a year, but underestimate what we can do in ten years. Though I admit that this looks quite scary, the prudent course we will take provides for us to be selective in what we transform into an SOA for the purpose of agility and compliance. We do not have to do everything at once. For one thing, we couldn t even if we wanted to. But even if we could, it would not be the best course of action. I m going to let Sebastian explain how he suggests we approach the matter of FAST and the transition to SOA.

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Always perform a full backup before adding new applications or hardware, or changing the server configuration.

The power set of a set A is denoted, P(A) The power set is the set of all sets that are subsets of A Mathematically, the power set is the family (or set) of sets such that XDA3XAP(A), or P(A)={X | XDA} 1 Let A0=F, P(F)={F}, [where A0 is a set with zero elements and P(A0) has one element] 2 Let A1={a}; P(A1)={F, A1}={F, {a}} [where A1 is a set with one element and P(A1) has two elements] 3 Let A2={a, b}; P(A2)={F, {a}, {b}, {a, b}} [where A2 is a set with two elements and P(A2) has four elements] How many elements does the power set of a set of An have Theorem If An is a set with n elements, then P(An) has 2n elements Proof We will use mathematical induction.

For n=0, 1, 2, 3, y, let S(n) be the statement: If An is a set with n elements, then P(An) has 2n elements i First show that if A0 has 0 elements, then P(A0) has 20=1 element A F; P A fFg ii Assume S(k) is true and then show that S(k+1) is true Let Ak+1 be a set with k+1 elements De ne B to be a proper subset of Ak+1 with k of Ak+1 s elements: Ak 1 fa1 ; a2 ; ; ak ; ak 1 g B Ak fa1 ; a2 ; ; ak g So Ak 1 fak 1 g [ B: Therefore, every subset of Ak+1 either contains ak+1, or it does not 1 If a subset does not contain ak+1, then it is a subset of B, and we know there are 2k subsets of B, by induction 2.

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