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A new time domain, multistage permutation algorithm (switching systems)
By: Sauer, J.R.; Jordan, H.F.; Ramanan, S.V.;
1990 / IEEE
Description
This item was taken from the IEEE Periodical ' A new time domain, multistage permutation algorithm (switching systems) ' It is shown that a frame of N time slots can be arbitrarily permuted with 2log/sub 2/N-1 controlled exchange switches with associated delay elements. This is an improvement over previously known interconnection networks that require O(N) exchange elements. The proof utilizes the recursive algorithm of V.E. Benes (1965) and the time interchange properties of a particular configuration of a single exchange element. The architecture is especially applicable in optical systems, since optical exchange switches are among the simplest optical logic devices to build, are inherently very fast, and are the best developed, although expensive.<
Related Topics
Switching Systems
Switching Theory
Optical Logic Devices
Time Domain Algorithm
Switching Systems
Multistage Permutation Algorithm
Exchange Switches
Recursive Algorithm
Time Interchange Properties
Optical Systems
Switching Systems
Optical Switches
Optical Design
Distortion Measurement
Optical Arrays
Source Coding
Delay Effects
Telephony
Distributed Processing
Directional Couplers
Optical Switches
Time-domain Analysis
Computing And Processing
Engineering
Interconnection Networks