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Now that the client has a reference to a bean or, more accurately, a reference that allows the client to communicate a method invocation request to the container, invoking the method is straightforward: //Parameters vary with method, of course AClass objAClass = myBeanObject.doSomething( aParm1, aParm2 ) ; In other words, the client invokes the method as if the method were available locally, in the same JVM as the client.

Determine the business value of BPO In many organizations, 70% to 80% of resources are being invested in those things that are low value-added like administration, says Trolley You ve got to figure out how to do those things differently and more cheaply so you can redirect your money towards the high-value adding things like understanding the needs of your customers, delivering the right kinds of solutions, and ensuring results Those are things that customers value and are willing to pay for In the Boeing/Intrepid Learning outsourcing arrangement, for example, training design and development costs were reduced by 38% in part because Intrepid could and did produce several programs for Boeing using the same template.

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We present an iterative algorithm from the work by Djoki et al [9] for generating c all set partitions in the codeword representation The algorithm follows backtrack method for nding the largest r having an increasable cr , that is, cr <gr 1 + 1 program setpart( n); r 1; c1 1; j 0; b0 1; n1 n 1; repeat while r<n1 do {r r + 1; cr 1; j j + 1; bj r}; for i 1 to n j do {cn i; print out c1 , c2 , , cn }; r bj ; cr cr + 1; if cr >r j then j j 1 until r = 1 In the presented iterative algorithm bj is the position where current position r should backtrack after generating all codewords beginning with c1 , c2 , , cn 1 .

A. Goks yr, A. Arukwe, J. Larsson, M.P. Cajaraville, L. Hauser, B.M. Nilsen, D. Lowe and P. Matthiessen

The Boeing outsourcing arrangement has expanded to include training delivery as well, and Intrepid plans to reduce training delivery costs by 25% by spreading the costs among multiple areas and clients and relying on flexible delivery capacity and lower overhead Look at transactions first If you are already using several outsourcing providers and you have a small training staff, then maybe there isn t as big a return on outsourcing the whole thing You could realize a substantial cost savings, however, by outsourcing the vendor management to someone who can reduce your overall vendor expenses Likewise, by outsourcing the training technology platform, you could reduce the headcount associated with it or avoid a large capital investment If you have staff that are spending their time putting courses into a catalog, producing materials, taking registrations, you don t really need those people.

Thus the backtrack is applied on n 1 elements of codeword while direct generation of the last element in its range speeds the algorithm up signi cantly (in most set partitions the last element in the codeword is increasable) An element of b is de ned whenever gr = gr 1 , which is recognized by either cr = 1 or cr >r j in the algorithm It is easy to see that the relation r = gr 1 + j holds whenever j is de ned For example, for the codeword c = 111211342 we have g = 111222344 and b = 23569 Array b has n gn = 9 4 = 5 elements.

These are generic activities that are suitable for leverage that you should be able to get from a company that provides that service to multiple clients Figure out what you control Do you have stewardship of all the processes Do you have duplication of processes, activities, resources, and technology across your company If there are ways to bring those things together that are leverageable, you ought to do that Determine the cost impact of outsourcing Will economies of scale, technology infrastructure, and consolidated program and vendor management capabilities produce a cost savings.

In the algorithm, backtrack is done on array b and nds the increasable element in constant time; however, updating array b for future backtrack calls is not a constant time operation (while loop in the program) The number of backtrack calls is Bn 1 (recall that Bn is the number of set partitions over n elements) The algorithm has been compared with other algorithms that perform the same generation and it was shown to be the fastest known iterative algorithm A recursive algorithm is proposed in the work by Er [12] The iterative algorithm is faster than recursive one on some architectures and slower on other [9] The constant average time property of the algorithm can be shown as in the work by Semba [32].

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