Combinatorial optical processor
OwnerRobert G. Batchkoinventor
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OwnerRobert G. Batchkoinventor
Estimating the term…
A Combinatorial Optical Processor and method for the architecture of optical systems utilizes one or more optical modules, each module including a number of individually addressable optical elements. The optical elements are arranged and addressed in a combinatorial-arithmetic fashion such that a set of optical filter functions are defined, and can be performed, by the optical modules. The number of optical filter functions may be an exponential function of the number of addressable optical elements. Additionally, each of the optical filter functions may be addressed at random and a plurality of such functions may be addressed simultaneously. Apparatus, such as imaging systems, may employ the Combinatorial Optical Processor in order to include without limitation the features of being solid-state, projection of images into free space and random addressability of the filter functions of the system. Combinatorial optical processing principles may be implemented as a method of optical digital to analog conversion. A free-space randomly-addressable interactive three-dimensional display system based on the Combinatorial Optical Processor is also described.
A combinatorial optical processor, comprising one or more optical modules;
A combinatorial optical processor method, comprising the steps of:
A method for optical digital to analog conversion comprising:
An imaging system, comprising:
A three-dimensional display apparatus, comprising:
111 The apparatus of claim 110 wherein the interaction between the pointer and the three-dimensional image includes a physical feedback means.
A linked combinatorial optics system, comprising:
The system of claim 124 wherein the image is a two dimensional image.
The system of claim 126 wherein each of the at least 2N addressable filter functions produces a unique transform between an object and an image whereby there are at least 2N transforms.
The system of claim 127 wherein the at least 2N transforms form a set of related transforms.
The system of claim 128 wherein an nth transform is related to an (n+1)th transform in the same way as an (n−1)th transform is related to the nth transform, wherein n is an integer between 1 and N−1.
A compound linked combinatorial optics system, comprising:
A combinatorial optical processor, comprising:
A combinatorial optical processor, comprising one or more optical modules;
Dependencies are inferred from the claim text.