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Proof. Fix the values of 1 , . . . , m 1 , which are linearly independent with probability 1. Let w1 , . . . , wp be an orthonormal basis of Rp such that w1 , . . . , wm 1 Vm 1 , where Vj denotes the subspace generated by 1 , . . . , j . Observe that det Wm,p is the square of the volume, in Vm Rp , of the m parallelotope i=1 ci i , 0 ci 1, i = 1, . . . , m . So det Wm,p = d 2 ( m , Vm 1 ) det Wm 1,p , where d( m , Vm 1 ) is the Euclidean distance from m to Vm 1 . Because of rotational invariance of the standard normal distribution in Rp , the conditional distribution of d 2 ( m , Vm 1 ) given 1 , . . . , m 1 is independent of the condition 2 and p m+1 . Hence, E det Wm,p = E E d 2 ( m , Vm 1 ) det Wm 1,p | 1 , . . . , m 1 = (p m + 1)E det Wm 1,p Iterating the procedure, we get (13.24). Let us prove (13.25). Clearly,

The extent of any project plan depends on the size and scope of the project. However, it is always a good idea to put together a plan. It should de ne the problem, the proposed deliverables along with the team who will execute the analysis, as described above. In addition, the current situation should be assessed. For example, are there constraints on the personnel that can work on the project or are there hardware and software limitations that need to be taken into account The sources and locations of the data to be used should be identi ed. Any issues, such as privacy or legal issues, related to using the data should be listed. For example, a data set

June 10, 2004

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<EntityA>.xsd Org A <EntityA>.xml <EntityA>.xml <EntityB>.xml Org B <EntityB>.xml Org C <EntityB>.xsd Figure 9.7 Before refactoring.

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