Skip to content.
|
Skip to navigation
Log In
Contact Us
Report a Bug
Search Site
Connexions
Sections
Home
Content
Lenses
About Us
Help
MyCNX
You are here:
Home
»
Content
Browse by Author:
Howard Johnson
View author profile
Return to Browsing Content
|
Search for Content
Content by Howard Johnson
Other authors' collections containing modules by Howard Johnson
(What are
modules
and
collections
?)
Sort by:
Popularity
Language
Revision Date
Title
Type
Results per page:
10
25
100
View:
Detail
|
Compact
|
Statistics
Large DFT Modules: 11, 13, 16, 17, 19, and 25. Revised ECE Technical Report 8105
(col10569)
Authors:
Howard Johnson
,
C. Sidney Burrus
Institution:
Rice University
Keywords:
FFT
,
N=11
,
N=13
,
N=17
,
N=19
,
PFA
,
prime factor algorithm
,
Winograd
Summary:
This is a slightly revised version of: "Large DFT Modules: 11, 13, 16, 17, 19, and 25" which was an ECE Technical Report 8105 at Rice University, Dec. 13, 1981. The original authors were H. W. Johnson and C. S. Burrus. The content is a report on part of the ... the report.
[Expand Summary]
This is a slightly revised version of: "Large DFT Modules: 11, 13, 16, 17, 19, and 25" which was an ECE Technical Report 8105 at Rice University, Dec. 13, 1981. The original authors were H. W. Johnson and C. S. Burrus. The content is a report on part of the doctoral research by Howard Johnson. He derived and described the FFT modules contained in the report.
[Collapse Summary]
Subject:
Mathematics and Statistics,
Science and Technology
Language:
English
Popularity:
68.38%
Revised:
2009-09-14
Revisions:
7
Large DFT Modules: 11, 13, 16, 17, 19, and 25
(m17413)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
FFT
,
N = 11 FFT
,
N = 13 FFT
,
N = 17 FFT
,
N = 19 FFT
,
Winograd
Summary:
Details of the generation of very efficient length 11, 13, 17, 19, and 25 FFTs using the techniques of Winograd. Originally, Technical Report number 8105 from the EE department of Rice University in 1981, by H. W. Johnson and C. S. Burrus
Subject:
Mathematics and Statistics
Language:
English
Popularity:
51.98%
Revised:
2009-09-16
Revisions:
7
N = 11 Winograd FFT module
(m17377)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
Winograd
Summary:
A very efficient length N = 11 FFT module that can be use alone or with the PFA or the WFTA. Designed by Howard Johnson in 1981.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
61.43%
Revised:
2010-04-10
Revisions:
10
N = 13 Winograd FFT module
(m17378)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
Winograd
Summary:
A very efficient length N = 13 FFT module that can be use alone or with the PFA or the WFTA. Designed by Howard Johnson in 1981.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
57.25%
Revised:
2009-09-16
Revisions:
7
N = 16 FFT module
(m17382)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
Winograd
Summary:
A very efficient length N = 16 FFT module that can be use alone or with the PFA or the WFTA.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
55.19%
Revised:
2009-09-16
Revisions:
5
N = 17 Winograd FFT module
(m17380)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
Winograd
Summary:
A very efficient length N = 17 FFT module that can be use alone or with the PFA or the WFTA. Designed by Howard Johnson in 1981.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
54.62%
Revised:
2011-08-18
Revisions:
10
N = 19 Winograd FFT module
(m17381)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
Winograd
Summary:
A very efficient length N = 19 FFT module that can be use alone or with the PFA or the WFTA. Designed by Howard Johnson in 1981.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
48.51%
Revised:
2009-09-16
Revisions:
7
N = 25 FFT module
(m17383)
Authors:
Howard Johnson
,
C. Sidney Burrus
Keywords:
DFT
,
FFT
,
PFA
,
Winograd
Summary:
A very efficient length N = 25 FFT module that can be use alone or with the PFA or the WFTA.
Subject:
Mathematics and Statistics
Language:
English
Popularity:
43.82%
Revised:
2009-09-16
Revisions:
5
Popularity is measured as percentile rank of page views/day over all time
My Account
Username
Password
Cookies are not enabled. You must
enable cookies
before you can log in.
Get an account
Forgot your password?
Repository
Total Collections:
1317
Visit a random collection
Total Modules:
21763
Visit a random module