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where again 2 is the assumed common variance. There are fundamental problems with this standard approach, not the least of which is the interpretation of this last equation when dealing with nonnormal distributions. Some of these problems arise under arbitrarily small departures from normality, as will be illustrated.
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Figure 12.2 Possible revenue ow relationships.
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Coexistence Other investigators argued for coexistence. Charles Spearman, for example, had both a differential theory of intelligence (Spearman, 1927) and a cognitively based one (Spearman, 1923) (both of which were described earlier). Cronbach (1957) argued for the merger of the elds of differential and experimental psychology. Synthetic Integration Perhaps the best way to achieve a certain coherence in the eld is to recognize that there is no one right model or approach and that different ones elucidate different aspects of a very complex phenomenon. Models such as the systems models are useful in attempting integrations, but they fall short in integrating all that we know about intelligence. Eventually, the time may come when such large-scale integrations can be achieved in ways that are theoretically meritorious and empirically sound. In the meantime, it is likely that many different conceptions of intelligence will compete for the attention of the scienti c as well as the lay public. REFERENCES
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Figure 5.13. Online classi cation framework for classifying images into good and bad.
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With RIP information, any router knows the length of the shortest path (not necessarily the best) from each of its neighbor routers (routers located on the same network) to any other destination. There are many deficiencies in this protocol and they are discussed at the end of this section. The RIP packet is quite simple. The slide shows the RIP header and data encapsulated in an Ethernet packet. The RIP data is the table information one router shares with another.
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