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Use images ... diencephalic connections Laplane found that the lack of motivation of the patient with bifrontal lesions and bipallidal lesions to be the same, though one would expect the latter to be manifest more as a bradykinesia than as a bradyphrenia (slowness of thinking) Benson (and Kleist and others before him) related the syndrome of apathy and lack of initiative to lesions in the sagittal or medial frontal cortex, and a facetious, unguarded, and socially inappropriate state (see below) to orbital and dorsolateral frontal lesions This division has held up only broadly in our experience The opposite state, in a sense, is the hyperactivity syndrome, or organic drivenness, described by von Economo in children who had survived an attack of encephalitis lethargica In our patients, this syndrome has been produced by combined frontal and temporal lobe lesions, usually traumatic but also encephalitic, although exact clinicopathologic correlations could not be made. workstations operate essentially as both workstations and servers. 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Such patients may also exhibit brief but intense involvement with some meaningless activity, such as sorting papers in an attic or hoarding objects or food Combativeness and extreme insomnia or an otherwise disrupted sleep cycle are often part of the syndrome The hyperactivity of young boys and the mania or hypomania of manic-depressive disease, despite similar symptoms, also lack a known anatomic basis In addition to the disorders of initiative and spontaneity, frontal lobe lesions result in a number of other changes in personality and behavior These, too, are easier to observe in the patient s natural environment for example, by his family than to measure by psychologic tests It has been dif cult to nd a term for all these personality changes. Selected values for graphing the functions y = (x + 1)3 and y = x 3 + 2x 2 + x. The bold entry indicates the real solution. Thus, E(4, 3) = min{1 + E(3, 3), 1 + E(4, 2), 1 + E(3, 2)}. The answers to all the subproblems E(i, j) form a two-dimensional table, as in Figure 6.4. In what order should these subproblems be solved Any order is ne, as long as E(i 1, j), E(i, j 1), and E(i 1, j 1) are handled before E(i, j). For instance, we could ll in the table one row at a time, from top row to bottom row, and moving left to right across each row. Or alternatively, we could ll it in column by column. Both methods would ensure that by the time we get around to computing a particular table entry, all the other entries we need are already lled in. With both the subproblems and the ordering speci ed, we are almost done. There just remain the base cases of the dynamic programming, the very smallest subproblems. In the present situation, these are E(0, ) and E( , 0), both of which are easily solved. E(0, j) is the edit distance between the 0-length pre x of x, namely the empty string, and the rst j letters of y: clearly, j. And similarly, E(i, 0) = i. 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