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We may express a speci c joint probability as P(X = Dorm2, Y = Male) = 0.40 (40% of the students in the university live in Dorm2 and are male). We may also sum a row or column of the table to obtain a marginal probability. For example, the marginal probability that a student is female can be obtained by summing the values of the second row of the table: P(Y = Female) = 0.15 + 0.00 + 0.30 = 0.45 It is an easy matter to calculate the conditional probabilities from a fully-speci ed joint probability table. Let us suppose, for example, that we observe that a student is female. How do the probabilities of X change, given that the student is female We need to calculate the conditional probability P(X|Y = Female). From Eq. 8.5: P(X = Dorm1|Y = Female) = = P(X = Dorm2|Y = Female) = = P(X = Dorm3|Y = Female) = = P(X = Dorm1, Y = Female) P(Y = Female) 0.15 = 0.25 0.15 + 0.00 + 0.30 P(X = Dorm2, Y = Female) P(Y = Female) 0.00 = 0.00 0.15 + 0.00 + 0.30 P(X = Dorm3, Y = Female) P(Y = Female) 0.30 = 0.75 0.15 + 0.00 + 0.30

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100 km; and second, that a more ef cient mechanism than conduction operates below this depth whereby heat is transferred at a much lower thermal gradient. These processes can be distinguished by considering the variation in heat ow over the Earth s surface in conjunction with the variation in content of radioactive minerals of different crustal types. Heat ow generally decreases with the age of the crust (Sclater et al., 1980). Within the oceans heat ow decreases from the ocean ridges to the anking basins and it has been shown (Section 6.4) that this cooling correlates with a progressive thickening of the oceanic lithosphere and an increase in water depth. Similarly, the heat ow of backarc basins (Section 9.10) decreases with age, with the presently active basins exhibiting the greatest heat ow. Within continental regions the heat ow generally decreases with increasing time since the last tectonic event. Consequently, Precambrian shields are characterized by the lowest heat ow and young mountain belts by the highest. The representation of the global pattern of heat ow is dif cult because the density of the observations is highly variable so that the location of contours can be greatly biased by only a small number of measurements. Chapman & Pollack (1975) overcame the problem of limited observations in some areas by predicting the heat ow in those areas on the basis of the correlation of heat ow with the age of the oceanic lithosphere and the age of the last tectonic event to affect continental crust. In Fig. 12.3 their results are presented by a spherical harmonic analysis of the

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Check standard Monitoring standards have to be used to implement these techniques A provisional definition of monitoring standards may be measuring instrument, material measure, or product, whose function is to generate or achieve the value of a quantity in a stable way in time These standards are used at regular intervals to ensure a statistical control of the measurement processes Several examples illustrate this concept A frequent measurement in a laboratory is the measurement of direct current In order to monitor the digital voltmeters, or the automatic measurement sequences, a voltage reference can be used; it can be introduced on different measurement benches to monitor them (by the connection of the reference tension generator to a channel of a channel scanner) These techniques are applied in the field of dimensional metrology It is possible to associate one check standard , or even several, to each measurement bench.

These standards are of the same type as those that are usually measured on the bench; special care should be taken when these standards are stabilized The value of the quantity which is measured and represented by these monitoring standards must also be representative of the measurements customarily made; several monitoring standards (representative of the field of measurement) may sometimes be necessary to supervise the measurement process 6232 Control charts A control chart is a graph on which a point is made to correspond to each value of a statistic calculated from successive samples (mean, range, standard deviation) The abscissa of each point corresponds to the number of samples and its coordinate is the value of the statistic calculated from these samples Checking and control limits have been drawn beforehand on the graph; they make it possible to follow the evolution of the measurement process.

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