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Figure 9.18 TCP timeout during inter-system cell change.
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In the United States, the age-adjusted incidence for malignant GCTs is about 0.5 per 100,000, which is about 40 times less than epithelial ovarian cancer. The incidence peaks in the early 20s, and these tumors are three times more common in Asian and black women than Caucasian women, for unknown reasons. GCTs account for about 60% of all ovarian tumors; and of these, 3% are malignant.7
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One responder to this post stated: In my practice, I always work on setting up midpoint and range spread first and then use formulas for the minimum and maximum. Entry Rate Jim Brennan, of Brennan Thompson Associates, a compensation consulting firm based in Chesterfield, Missouri, suggests using the entry rate as a base for setting pay ranges:
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Economists like to be logical and precise, which is why they use a lot of algebra and maths. But they also like to present their ideas in easy-to-understand and highly intuitive ways, which is why they use so many graphs. To avoid a graph-induced panic as you flip through the pages of this book, we want to spend a few pages helping you get acquainted with what you re going to encounter in other chapters. Take a deep breath; we promise this isn t going to hurt.
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hile evaluation of the probability of default by an obligor has been the central focus of bankers since banks rst began lending money, quantitative modeling of the credit risk for an individual obligor (or transaction) is actually fairly recent. Moreover, the modeling of the credit risk associated with portfolios of credit instruments loans, bonds, guarantees, or derivatives is a very recent development. The development in credit portfolio models is comparable albeit with a lag to the development of market risk models [Value at Risk (VaR) models]. When the VaR models were being developed in the early 1990s, most large banks and securities rms recognized the need for such models, but there was little consensus on standards and few rms actually had full implementations. The same situation exists currently for credit risk modeling. The leading nancial institutions recognize its necessity, but there exist a variety of approaches and competing methodologies. There are three types of credit portfolio models in use currently: 1. Structural models There are two vendor-supplied credit portfolio models of this type: Moody s KMV Portfolio Manager and RiskMetrics Group s CreditManager. 2. Macrofactor models McKinsey and Company introduced Credit PortfolioView in 1998. 3. Actuarial ( reduced form ) models: Credit Suisse First Boston introduced Credit Risk+ in 1997. In addition to the publicly available models noted above, it appears that a number of proprietary models have been developed. This point is illustrated by the fact that the ISDA/IIF project that compared credit portfolio models identi ed 18 proprietary (internal) models (IIF/ISDA, 2000). Note, however, that proprietary models were more likely to exist for credit card and mortgage portfolios or for middle market bank lending (i.e., credit scoring models).
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The role of designer in the fashion industry is crucial to its success. The task is speci cally one of interpreting society s current and anticipated mood into desirable, wearable, garments for every type and level of market. To do this effectively, designers must be in tune with the wider social, cultural, economic and political environment within which human beings conduct their daily lives; only then will their ideas truly re ect current prevailing conditions and the impact they are likely to have on future consumer needs. Thus the designer will draw on a wealth of ideas; the media and entertainment, other cultures, social attitudes and mores, historical and contemporary events all provide important sources of inspiration. The skill in any good design really lies in maximizing the value that can be added to a set of basic raw materials. It is therefore dependent on the quality of the original design, its suitability for the market and the way it is made to meet customer requirements. Any designer should be skilled in striking the right balance between new product development and other marketing costs and the life expectancy and therefore anticipated sales and pro t contribution of the product. However, serious concern is being expressed within the industry that the increased speed of the whole fashion cycle is beginning to stunt the growth of young designers and that the demand for new ideas and collections is so strong that the chance to develop ideas properly does not arise.
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FIGURE 7.18 Bayes predictive density function for the completion time of the construction engineering project.
Risk-taking is heavily reliant upon information. Indeed, if the above ve-level model is adopted, then risk-taking is more dependent upon information than we normally concede. If risk-taking is to be improved, then amongst many other desirable changes it needs to include feedback loops at at least individual decision, similar type of decision and decision-making system levels. Some of Flood and Young s types of organisation will be more open to accepting, using and learning from information. But some of those organisational types, particularly those associated with the mechanical and the organic, are not well placed to obtain, use and learn from new information. Social work departments, for example, are often associated with being territorial, very concerned with maintaining a separate identity and professional esteem for their discipline. The legal profession may be regarded as mechanical in its traditional focus upon identifying negligence in instances of departure from normal professional practice leading to harm, when there is so much more that they could and should be considering. The learning model seems to be the most appropriate for developing risk-taking practices, but has its own de ciencies.
outcomes. The formalism behind this concept is presented along with some examples. We rst present algebraic de nitions of the concepts. Afterwards, geometric interpretations are given. De nition: Discrete Probability Set. A discrete probability set is a discrete set of outcomes with a probability assigned to each outcome. EXAMPLE A Fair Coin
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The in uence of oods and ice drives on riparian forest dynamics of the upper Missouri are conditioned by geologic history, which in uences the pattern and extent of channel movement. Geologic constraints on lateral channel movement can limit the creation of suitable sites for the establishment of cottonwood. Gregory et al. (1991) operationally de ned constrained channels as reaches where valley width was less than twice the width of the active channel. The Wild and Scenic study reach, situated be-
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