source: proiecte/pmake3d/make3d_original/Make3dSingleImageStanford_version0.1/third_party/qtfm/tex/qtfm.bib @ 37

Last change on this file since 37 was 37, checked in by (none), 14 years ago

Added original make3d

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1% BibTeX bibliography file for the QTFM toolbox and papers or articles
2% referenced in the source code. This file requires the use of the URL
3% package. Several non-standard fields are used to include digital
4% object identifiers and e-print references. At present these are not
5% supported by standard BiBTeX, but can be with a suitable choice of .bst
6% file.
7
8% Compiled by Steve Sangwine
9%             June 2006
10
11@STRING{SJS = {S. J. Sangwine}}
12@STRING{NLB = {N. {Le Bihan}}}
13@STRING{SS  = {Salem Said}}
14@STRING{AND = { and }}
15
16@MISC{qtfm,
17  AUTHOR = SJS # AND # NLB,
18  TITLE = {Quaternion {T}oolbox for {M}atlab\textregistered},
19  YEAR  = 2005,
20  HOWPUBLISHED = {[Online]},
21  NOTE = {Software library available at: \url{http://qtfm.sourceforge.net/}}
22}
23
24@ARTICLE{10.1016/j.amc.2006.04.032,
25  AUTHOR  = SJS # AND # NLB,
26  TITLE   = {Quaternion Singular Value Decomposition based on Bidiagonalization
27             to a Real or Complex Matrix using Quaternion Householder Transformations},
28  YEAR    = {2006},
29  JOURNAL = {Applied Mathematics and Computation},
30    VOLUME = {182},
31    NUMBER = {1},
32    MONTH  = {1 November},
33    PAGES  = {727--738},
34    DOI = {10.1016/j.amc.2006.04.032}
35}
36
37@MISC{arXiv:math.NA/0603251,
38  AUTHOR  = SJS # AND # NLB,
39  TITLE   = {Quaternion Singular Value Decomposition based on Bidiagonalization to a Real
40             Matrix using Quaternion {H}ouseholder Transformations},
41  MONTH   = mar,
42  YEAR    = 2006,
43  EPRINT  = {arXiv:math.NA/0603251},
44  URL     = {http://arxiv.org/openurl-resolver?rft_id=ori%3Aoai%3AarXiv.org%3Amath.NA%2F0603251&url_ver=Z39.88-2003}}
45}
46
47@ARTICLE{10.1016/j.amc.2006.09.055,
48  AUTHOR  = NLB # AND # SJS,
49  TITLE   = {Jacobi Method for Quaternion Matrix Singular Value Decomposition},
50  YEAR    = {2006},
51  JOURNAL = {Applied Mathematics and Computation},
52    VOLUME = {},
53    NUMBER = {},
54    MONTH  = {},
55    PAGES  = {},   
56    NOTE = {Available online 20 October.},
57    DOI = {10.1016/j.amc.2006.09.055}
58}
59
60@ARTICLE{10.1007/s00006-006-0005-8,
61  AUTHOR  = SJS,
62  TITLE   = {Biquaternion (Complexified Quaternion) Roots of -1},
63  JOURNAL = {Advances in Applied Clifford Algebras},
64  YEAR    = {2006},
65  MONTH   = feb,
66  VOLUME  = 16,
67  NUMBER  = 1,
68  PAGES   = {63--68},
69  DOI     = {10.1007/s00006-006-0005-8},
70  NOTE    = {Publisher: Birkhäuser Basel},
71  ISSN    = {0188-7009 (Paper) 1661-4909 (Online)}
72}
73
74@MISC{arXiv:math.RA/0506190,
75  AUTHOR  = SJS,
76  TITLE   = {Biquaternion (complexified quaternion) roots of -1},
77  MONTH   = jun,
78  YEAR    = 2005,
79  EPRINT  = {arXiv:math.RA/0506190},
80  URL     = {http://arxiv.org/openurl-resolver?rft_id=ori%3Aoai%3AarXiv.org%3Amath.RA%2F0506190&url_ver=Z39.88-2003}
81}
82
83@MISC{arXiv:math.NA/0603578,
84  AUTHOR  = SS # AND # NLB # AND # SJS,
85  TITLE   = {Fast complexified quaternion {F}ourier transform},
86  MONTH   = mar,
87  YEAR    = 2006,
88  EPRINT  = {arXiv:math.NA/0603578},
89  URL     = {http://arxiv.org/openurl-resolver?rft_id=ori%3Aoai%3AarXiv.org%3Amath.NA%2F0603578&url_ver=Z39.88-2003}}
90}
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