Minimum mean-square error linear optical filter
AssigneeThe Board of Regents of the University of Washington
InventorsF. Paul Carlson, Joseph E. Ward, III
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AssigneeThe Board of Regents of the University of Washington
InventorsF. Paul Carlson, Joseph E. Ward, III
Estimating the term…
A method of forming a minimum mean-square error linear filter photographically is disclosed. The optimum filter may be obtained photographically. In one form, a first photographic negative of a monolayer of cells having a high percentage of cells of the given type is made at the focal plane of a transforming lens mounted so as to collect the light scattered by the monolayer; and, developed for a gamma of unity. Thereafter, a second photographic negative is made at the same focal plane of a monolayer of cells containing a normal percentage of cells of the given type using the first negative as a filter. The second negative is developed for a gamma of two. The resulting photographic plate is a realization of the desired optimum (minimum mean-square error linear) filter. Alternatively, a sandwich of two photographic plates, one positive and obtained from a monolayer of cells having a high percentage of cells of the given type and the other negative obtained from a monolayer of cells having a normal percentage of cells of the given type, is constructed to provide a physical realization of the desired optimum filter.
A method of forming a minimum mean-square error linear optical filter having the following mathematical amplitude frequency response:
A method of forming a minimum mean-square error linear optical filter having the following mathematical amplitude frequency response;
A minimum mean-square error linear optical filter having the amplitude frequency transfer function:
A minimum mean-square error linear optical filter having the amplitude frequency transfer function:
Dependencies are inferred from the claim text.