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failure of the part The path 0 1 2 is a series system and it is in parallel with the direct path from 0 2 This three-state model of Examples 25 and 26 is a classic competing risks model In Example 25 a patient in state 0 is in a competing risks situation in that death due to cancer (passage from 0 1 2) is in competition with death due to other causes (direct passage from 0 2) Our quantities of interest are time to death due to any cause (ie, either with or without advanced cancer, or time until death due to advanced cancer) Similarly, in Example 26, a part undergoing testing has competing causes for failure, either partial or total failure In the multistate models literature it is often called the illness death model (cf Andersen and Keiding, 2002).

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where S AKI B . In the Fuoss-Onsager (1957) theory, J2 = 0. The coefficients S and E are determined by ionic charges and solvent properties, but J1 and J2 depend also on the ion parameter, a. For details, see Refs [1], [4], [5] and [6]. Nowadays the molar conductivity can be measured with high precision (within errors of 0.05%). Here, the above theories can accurately predict the experimental K c1/2 relations for 1:1 strong electrolytes of up to * 0.1 M. Recently, however, the conductivity of electrolyte solutions at higher concentrations have become important in the fields of electrochemical technologies. This will be discussed in Section 7.1.4.

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It has been used for modeling the progression of various diseases, such as dementia (cf Commenges et al, 1998) 231 Loop Flowgraph Model Series and parallel elements are two basic components of owgraphs Series elements lead to distributions of sums of independent random variables, whereas parallel elements lead to nite mixtures of distributions of independent random variables The feedback loop is the third basic element of a owgraph model De nition 232 A loop is any closed path that returns to the initiating state without passing through any state more than once For example, in the cancer example of Figure 21, there is one loop, A R A Theoretically, a patient can pass through this loop several times, although it is unlikely to be the case in practice for a cancer patient Feedback loops arise naturally in both medical and engineering settings.

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Removal of ovarian tissue in either presumed or con rmed early-stage low-grade ESS has not been shown to be of bene t. Li and colleagues showed that in stage I low-grade ESS, retention of ovarian tissue did not impact survival.29, 30 Therefore, removal of the ovaries should be part of the informed consent process, particularly in premenopausal women. In contrast, patients with undifferentiated ESS should have both ovaries removed, especially in cases of receptor-positive disease.

The effect of an oxide coating in reducing the rate of electromigration in an interconnection line of length L 50 mm, width W 2 mm with D50 2mm, and s 0:5 carrying a direct current of density J 1 MA/cm2 at temperature T 200 C is shown in Fig. 5.3.1. This gure shows that time at which the line resistance begins to rise very rapidly increases nearly six times for the coated line (shown by circles) than with the uncoated line (shown by squares). Such a signi cant rise in the time to failure for coated lines has been observed experimentally by many workers. Using a failure criterion of 10% resistance change, the effect of line length on failure time is shown in Fig. 5.3.2. The line parameters are W 2 mm, D50 2 mm, and s 0:5 subjected to a direct current of J 1 MA/cm2 at T 200 C. Squares indicate the results based on the present model while circles indicate those calculated from the statistical model presented in [125]. This gure shows that lifetime increases rapidly as the line gets shorter, which is in agreement with experimental observations.

Fig. 11.8 Scheme to show the guidelines that exist to help identify those patients who have undergone brainstem death whilst in coma.

Loops are used to model recurrent events Example 27: Recurrence of an Ulcer Figure 29 presents a loop owgraph model of ulcer recurrence An ulcer patient who has received therapy to heal an ulcer begins in state 0 The patient undergoes an endoscopy procedure to detect ulcer recurrence A positive endoscopy indicates that the ulcer has recurred, transiting the patient to state 1 The patient is treated and returns to state 0 The.

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