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The value of a basic PLC structure at the level of detail used in Table 2.1 might be questioned on three grounds: 1. these steps and stages will be dif cult to distinguish cleanly in practice; 2. in practice some of these steps may not be necessary; 3. this level of detail adds complexity, when what is required to be useful in practice is simpli cation. For example, it might be argued that some of the later evaluation steps may be regarded as non-existent in practice because the decision to proceed is not usually an issue beyond a certain point. However, we would argue that it is worth identifying such steps beforehand, given their potential signi cance in managing sources of process uncertainty. Many of the really serious sources of project uncertainty are late realizations of unmanaged uncertainty from earlier project stages. The detailed stage and step structure of Table 2.1 and the associated Figure 2.1 help to make this clear. In many projects there is a failure to give suf cient attention to go/no-go/maybe decisions. Such decisions should involve careful evaluation of uncertainty, both to appreciate the sources of uncertainty inherent in a go decision and the rewards forgone in a no-go decision. Equally important is the need to recognize when a go/no-go or maybe choice should be on the agenda. Many projects appear to involve just one go/no-go decision at the end of the conceive stage. Yet the large number of projects that run into major problems of cost escalation, time overruns, and quality compromises suggests that explicit go/ no-go/maybe decision points in later stages would often have been worthwhile. A further reason for the detailed step structure is to highlight the process of objectives formation and its signi cance for project risk management. As noted in

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Asynchronous machines (usually motors) Positive-sequence: this is equal to the short-circuit impedance defined in

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21. Madame Chiang Kai-shek, I Confess My Faith (New York: Methodist Church, Board of Missions and Church Extension, Joint Division of Education and Cultivation, Editorial Department, 1943). 22. St. Teresa of Avila (1577), Interior Castle, E. Allison Peers, translator, Reissue ed. (New York: Image, 1972), is a great literary work on experiential mysticism in Christianity. At the center of her teaching is prayer. Thomas Keating, Open Mind, Open Heart: The Contemplative Dimension of the Gospel, Reissue ed. (New York: Continuum International Publishing Group, 1994), has made Centering Prayer accessible to modern times and people. Visit www.contemplativeoutreach.org for more information. 23. Mindfulness meditation is also known as Vipassana meditation or Insight meditation. This def inition of meditation practice comes from Shinzen Young as explained in Purpose and Method of Vipassana Meditation. Available through the World Wide Web: www.shinzen.org. 24. This quote from Shinzen Young is taken from his lectures and web site, and is available through the World Wide Web: www.shinzen.org. 25. Andrew Weil, MD, Self Healing newsletter (September 2003): 8. 26. The Core Practice is the basis for Shinzen Young s unique interactive algorithmic approach to mindfulness meditation. More information is available at www.shinzen.org. 27. Anna Quindlen, Doing Nothing is Something, Newsweek (May 13, 2002): 76.

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Due to the size of Q, iterative resolution methods of Q = 0 (with a sparse representation of Q) are the only usable ones Among these methods, we mainly use (ordered by increasing convergence speed in most cases) the power method, the Jacobi, and the Gauss-Seidel algorithms [STE 94], which do not modify Q For 1 instance, with the power method, the nth step computes (n+1) = (n) (I + Q), where > maxi |qi,i | In all these techniques, the key point is the ef cient computation K of vector-matrix products, in the form x k=1 A(k) Two types of method are used The rst, introduced in [PLA 85], is based on two technical elements On the one hand, permutations denoted by k (with associated matrices M k ), called perfect shuf es [DAV 81], reorder vector components.

// Release <monitor_lock_> and suspend the // calling thread waiting for space in the // The <monitor_lock_> is reacquired // automatically when <wait> returns. not_full_.wait ();

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On the other hand, the relation K K A(k) ) M k transforms a K terms tensor x k=1 A(k) = x k=1 MTk (Ink n product into K ordinary products (nk = nk and MTk is the transpose of M k ) The second method translates the relation ai,j = ai1 ,j1 ai2 ,j2 aiK ,jK into code using expression of the indices i and j in the multi-base (n1 , , nK ): i = ( ((i1 1)n2 + (i2 1))n3 )nK + iK Algorithm 1 corresponds to this method of calculating the product xA B The body of the external loop (on i) computes the contribution of xi to y Each of the internal loops completes the computation of the product ai1 ,j1 bi2 ,j2 The most internal loop nishes the computation multiplying with xi .

REMARK The gain of a path,

At the same time, each of the two loop levels contributes to the computation of the index l2 of the component of the vector y to be modi ed Algorithm 1 (Computation of y = x A B).