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Educational and Psychological Measurement, 27, 811 820 Horn, J L (1994) Theory of uid and crystallized intelligence In R J Sternberg (Ed), The encyclopedia of human intelligence (Vol 1, pp 443 451) New York: Macmillan Horn, J L, & Knapp, J R (1973) On the subjective character of the empirical base of Guilford s structure-of-intellect model Psychological Bulletin, 80, 33 43 Humphreys, L (1962) The organization of human abilities American Psychologist, 17, 475 483 Hunt, E, Frost, N, & Lunneborg, C (1973) Individual differences in cognition: A new approach to intelligence In G Bower (Ed), The psychology of learning and motivation (Vol 7, pp 87 122) New York: Academic Press Hunt, E B (1978) Mechanics of verbal ability Psychological Review, 85, 109 130 Hunt, E B (1980) Intelligence as an information-processing concept British Journal of Psychology, 71, 449 474 Hunt, E B, Lunneborg, C.

, & Lewis, J (1975) What does it mean to be high verbal Cognitive Psychology, 7, 194 227 Intelligence and its measurement: A symposium (1921) Journal of Educational Psychology, 12, 123 147, 195 216, 271 275 Jensen, A R (1969) How much can we boost IQ and scholastic achievement Harvard Educational Review, 39, 1 123 Jensen, A R (1979) g: Outmoded theory of unconquered frontier Creative Science and Technology, 2, 16 29 Jensen, A R (1982) Reaction time and psychometric g In H J Eysenck (Ed), A model for intelligence Heidelberg, Germany: Springer-Verlag Jensen, A R (1998) The g factor: The science of mental ability Westport, CT: Praeger/Greenwood Jensen, A R (in press) Psychometric g: De nition and substantiation In R J Sternberg & E L Grigorenko (Eds),.

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Figure 7.8 An Infopyramid for a video item. (Adapted from Mohan et al., Adapting multimedia Internet content for universal access, IEEE Transactions on Multimedia, Vol. 1, No. 1, Fig. 2. Copyright IEEE 1999.)

In the broad area of distributed computing, the initialization problem is also known as the processor identity or the processor naming problem The processor identity problem and its variants, including renaming processors, has been addressed in the literature We refer the interested reader to [4, 5, 14, 25, 27, 38] and to the various other references therein In the context of radio networks, Hayashi et al [22] presented a protocol that initializes a single-channel, n-station RN with CD in O(n) time slots with probability at least 1 1/2O(n) The protocol repeatedly partitions the stations of the RN into nonempty subsets until, eventually, every subset consists of a single station Further, Nakano and Olariu [34] have presented an initialization protocol for k channel, n station RNs with CD terminating, with probability exceeding 1 1/n, in 10n/3k + O( (n ln n)/k) time slots.

They also showed that if the collision detection capability is not present, the RN can be initialized, with high probability, in 567n/k + O( (n ln n)/k) time slots More recently, Mici c and Stojmenovi [30] improved the constant factor of the time slots necessary to initialize a c single-channel, n station RN with CD Bordim et al [13] showed that, if the number n of stations is known beforehand, a single-channel n station RN with CD can be initialized, with probability exceeding 1 1/n, in O(n) time slots with no station being awake for more than O(log n) time slots This protocol uses the initialization protocol of [22] as follows: having partitioned the n stations into n/log n subsets of roughly log n stations, each subset is initialized individually.

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The key observation is that a station needs to be awake only for the time necessary to initialize the subset to which it belongs By using the protocol of [22], each subset can be initialized, with probability exceeding 1 1/2O(log n), in O(log n) time slots and, thus, no station has to be awake for more than O(log n) time slots Once each subset has been initialized, a simple prefix sum computation allows the stations to update their local ID to the desired ID Bordim et al [13] went on to show how to use the single-channel initialization protocol to initialize, with probability exceeding 1 1/n, a k channel, (k n/log n), RN with CD in O(n/k) time slots with no station being awake for more than O(log n) time slots.

More recently, Nakano and Olariu [35] presented an initialization protocol for k channel, n station RNs with no-CD terminating, with probability exceeding 1 1/n, in O(n/k + log n) time slots, with no station being awake for more than O(log log n) time slots..

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