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Title: US3795864: METHODS AND APPARATUS FOR GENERATING WALSH FUNCTIONS
[ Derwent Title ]


Country: US United States of America

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20 pages

 
Inventor: Fullton, Jr., James McFerrin; Chapel Hill, NC

Assignee: Western Electric Company, Incorporated, New York, NY
other patents from AT&T CORP. (706518) (approx. 16,328)
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Published / Filed: 1974-03-05 / 1972-12-21

Application Number: US1972000317340

IPC Code: Advanced: H04J 11/00; H04L 23/02;
Core: H04L 23/00; more...
IPC-7: H04J 3/00;

U.S. Class: Current: 708/410; 341/178; 370/209; 375/242; 375/259; 708/270; 708/273;
Original: 325/038.R; 178/068; 235/197; 179/015.BC; 340/348;

Field of Search: 179/15 BC 235/154,197 325/38 R 340/348 178/068

Priority Number:
1972-12-21  US1972000317340

Abstract: Apparatus for generating digital signals which are representative of the Walsh functions. In a first embodiment, a selection register receives the row address of a given row in a Hadamard array which corresponds to the desired Walsh functions. A binary counter receives the column address at which generation of the Walsh function is to begin and the outputs of the register and counter are selectively "AND"ed and "OR"ed, according to a predetermined procedure, to generate the desired Walsh function.

Attorney, Agent or Firm: Sheffield, B. W. ;

Primary / Asst. Examiners: Griffin, Robert L.; Bookbinder, Marc E.

INPADOC Legal Status: Show legal status actions

Family: None

First Claim:
Show all 21 claims
    1. A method of generating a digital signal which is representative of the Kth Walsh function of order n, where n = 2p, p >=1, and 0 <=K<=n-1, comprising the steps of:
  • "anding" each bit in the binary address of the K row of an n × n Hadamard array of the Walsh functions of order n, with the corresponding bit in the binary address of the mth column in said array, where 0<=m<=n-1;
  • generating a first signal if the number of "1"s in the binary word resulting from said "anding" step is even, and a second signal if otherwise; and then
  • reiterating said "anding" and said generating steps, seriatim, for the m+1th, m+2th, . . . n-1th, 0th, . . . m-1th column of the array, the sequence of first and second signals so produced


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Forward References: Show 32 U.S. patent(s) that reference this one

       
U.S. References: Go to Result Set: All U.S. references   |  Forward references (32)   |   Backward references (0)   |   Citation Link

       
Foreign References: None

Other References:
  • "On the Definition and Generation of Walsh Functions"-Anthony C. Davies, IEEE Transactions 0n Computers, Feb. 1972, pp. 187-189. Cited by 2 patents
  • "Digital 325/38 R Fourier Analysis of Periodic Waveforms"-Karl-Hans Siemens and Reuven Kitai-IEEE Transactions on Instrumentation and Measurement, Dec. 1969, pp. 316-321.
  • "An Implementation Technique for Walsh Functions"-G. Robert Redinbo IEEE Transactions on Computers June, 1971, pp. 706-707.


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