. Design for a brain. Brain -- Physiology; Central nervous system -- Mathematical models; Neurophysiology. Figure 21/5/1 : Three fields of x and y when a has the values (left to right) 0, 1, and 2. When a = 0 there is a stable resting state at a? = 0, y = 1; when a = 1 there is no resting state ; when a = 2 there is an unstable resting state at x = — 2, y = -l. The system has as many fields as there are values to a. 21/6. The simple physical act of joining two machines has, of course, a counterpart in the equations, shown more simply in the canonical than in the group equations. One could, of
. Design for a brain. Brain -- Physiology; Central nervous system -- Mathematical models; Neurophysiology. Figure 21/5/1 : Three fields of x and y when a has the values (left to right) 0, 1, and 2. When a = 0 there is a stable resting state at a? = 0, y = 1; when a = 1 there is no resting state ; when a = 2 there is an unstable resting state at x = — 2, y = -l. The system has as many fields as there are values to a. 21/6. The simple physical act of joining two machines has, of course, a counterpart in the equations, shown more simply in the canonical than in the group equations. One could, of course, simply write down equations in all the variables and then simply let some parameter a have one value when the parts are joined and another when they are separated. This method, however, gives no insight into the real events in ' joining ' two systems. A better method is to equate para- meters in one system to variables in the other. When this is 229 q. Please note that these images are extracted from scanned page images that may have been digitally enhanced for readability - coloration and appearance of these illustrations may not perfectly resemble the original Ashby, William Ross. New York : Wiley
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Keywords: ., bookcentury1900, bookpublishernewyorkwiley, booksubjectneurophys
