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Institution

Codex Corporation

About: Codex Corporation is a based out in . It is known for research contribution in the topics: Signal & Network packet. The organization has 189 authors who have published 241 publications receiving 32205 citations.


Papers
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Journal ArticleDOI
Lee-Fang Wei1
TL;DR: Design rules and procedures for 180° rotationally invariant convolutional codes with expanded signal space having 90, 180, and 270° phase ambiguities are extended and a new class of codes described as "generalized feedback" is also considered.
Abstract: This is the second paper on rotationally invariant convolutional channel coding with expanded signal space. Signal space with 90, 180, and 270° phase ambiguities is generally preferred to signal space with only 180° phase ambiguity. In this paper, design rules and procedures for 180° rotationally invariant convolutional codes in the previous paper are extended to rotationally invariant codes with expanded signal space having 90, 180, and 270° phase ambiguities. As in the previous paper, we illustrate these rules and procedures by designing simple codes with coding gain of 4 dB. Nonlinear convolutional codes result from these design rules and procedures. These simple nonlinear convolutional codes are being considered as international standards on voiceband modems at rate greater than or equal to 9.6 kbits/s. Codes with higher coding gain can be obtained using the same rules and procedures. Both feedforward and feedback codes are considered. In addition, a new class of codes described as "generalized feedback" is also considered.

129 citations

Patent
08 Sep 1976
TL;DR: In this article, a system for resolving conflicts among processors for access to a memory to which the processors are connected by a first bus includes a number of logic circuits, one for each processor.
Abstract: A system for resolving conflicts among processors for access to a memory to which the processors are connected by a first bus includes a number of logic circuits, one for each processor. Each logic circuit receives a number of inputs to determine when access to the memory can be had for its processor. These inputs include a memory use request made by the processor, a memory availability signal communicated to all the logic circuits over a second bus, and the longest available processor waiting time, communicated to all the logic circuits over a third bus. Each logic circuit compares the longest processor waiting time with its own processor's waiting time, and will connect its processor to the memory when the following conditions coincide: a request for the memory by its processor, a memory availability signal, and one of the following: a longer waiting time for its processor than for any other processor or its processor's waiting time being equal to the longest other waiting time and its processor having a higher rank, different ranks being arbitrarily assigned to the processors to break ties. This system minimizes maximum processor waiting time because no processor can reach the memory twice before another that has in the meantime requested it reaches it once.

126 citations

Journal ArticleDOI
Lee-Fang Wei1
TL;DR: Design rules and procedures for 180° rotationally invariant codes are presented and extended to codes which are transparent to 90, 180, and 270° signal element rotations.
Abstract: Convolutional channel coding with expanded signal space improves error performance of synchronous data links without sacrificing data rate or requiring more bandwidth. Due to the phase ambiguity(ies) in the expanded signal space, it is desirable to design the code' to be transparent to signal element rotations. In this paper, design rules and procedures for 180° rotationally invariant codes are presented. In a companion paper, we extend these rules and procedures to codes which are transparent to 90, 180, and 270° signal element rotations. We illustrate these rules and procedures by designing simple codes that achieve coding gain of 3-4 dB. These are the codes of practical interest. Codes with higher coding gain can be obtained using the same rules and procedures. Both feedforward and feedback codes are considered.

119 citations

Journal ArticleDOI
TL;DR: The main advantages of the lattice DFE's are their numerical stability, their computational efficiency, the flexibility to change their length, and their excellent capabilities for tracking rapidly time-variant channels.
Abstract: This paper presents two types of adaptive lattice decisionfeedback equalizers (DFE), the least squares (LS) lattice DFE and the gradient lattice DFE. Their performance has been investigated on both time-invariant and time-variant channels through computer simulations and compared to other kinds of equalizers. An analysis of the self-noise and tracking characteristics of the LS DFE and the DFE employing the Widrow-Hoff least mean square adaptive algorithm (LMS DFE) are also given. The analysis and simulation results show that the LS lattice DFE has the faster initial convergence rate, while the gradient lattice DFE is computationally more efficient. The main advantages of the lattice DFE's are their numerical stability, their computational efficiency, the flexibility to change their length, and their excellent capabilities for tracking rapidly time-variant channels.

118 citations

Patent
25 Jul 1992
TL;DR: In this article, the authors provide precoding and symbol-rate transmitter spectral shaping of signals representative of digital information to improve reliability of reception in the presence of non-Gaussian channel noise.
Abstract: The device and method provide precoding and symbol-rate transmitter spectral shaping of signals representative of digital information. The invention improves reliability of reception in the presence of non-Gaussian channel noise. The present invention also provides a flexible way of choosing between linear equalization, precoding without spectral shaping, and precoding with spectral shaping.

110 citations


Authors

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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
20211
20133
20111
19991
19951
199412