Hu, M.K.,
Pattern Recognition by Moment Invariants,
PIRE(49), 1961, p. 1428.
BibRef
6100
Hu, M.K.,
Visual Pattern Recognition by Moment Invariants,
IT(8), No. 2, February 1962, pp. 179-187.
BibRef
6202
CMetImAly77(113-121).
The Fundamental Theorem of Moment Invariants.
For more modern and better formulation:
See also n-Dimensional Moment Invariants and Conceptual Mathematical Theory of Recognition n-Dimensional Solids.
BibRef
Alt, F.L.[Franz L.],
Digital Pattern Recognition by Moments,
JACM(9), No. 2, April 1962, pp. 240-258.
BibRef
6204
And:
OCR62(153-179).
BibRef
Doyle, W.,
Operations Useful for Similarity-Invariant Pattern Recognition,
JACM(9), No. 2, April 1962, pp. 259-267.
BibRef
6204
Giuliano, V.E.,
Jones, P.E.,
Kimball, G.E.,
Meyer, R.F., and
Stein, B.A.,
Automatic Pattern Recognition by a Gestalt Method,
InfoControl(4), 1961, pp. 332-345.
BibRef
6100
Meyer, R.F.,
Giuliano, V.E.,
Jones, P.E.,
Analytic Approximation and Translation Invariance
in Character Recognition,
OCR62(181-195).
BibRef
6200
Udagawa, K.,
Toriwaki, J., and
Sugino, K.,
Normalization and Recognition of Two-Dimensional Patterns with
Linear Distortion by Moments,
Electr. Commun.(47), Japan, 1964, pp. 34-46.
BibRef
6400
Smith, F.W., and
Wright, M.H.,
Automatic Ship Photo Interpretation by the Method of Moments,
TC(20), No. 9, September 1971, pp. 1089-1095.
BibRef
7109
Richard, C.W., and
Hemani, H.,
Identification of Three Dimensional Objects Using Fourier Descriptors
of the Boundary Curve,
SMC(4), No. 4, 1974, pp. 371-378.
BibRef
7400
Dudani, S.A.,
Breeding, K.J., and
McGhee, R.B.,
Aircraft Identification by Moment Invariants,
TC(26), No. 1, January 1977, pp. 39-46.
Recognize Aircraft.
Matching, Moments.
Recognition based on the global shape features.
Early contour paper that used moments for recognition.
BibRef
7701
Dirilten, H., and
Newman, T.G.,
Pattern Matching Under Affine Transformations,
TC(26), 1977, pp. 314-317.
BibRef
7700
Wong, R.Y., and
Hall, E.L.,
Scene Matching with Invariant Moments,
CGIP(8), No. 1, 1978, pp. 16-24.
BibRef
7800
Maitra, S.,
Moment Invariants,
PIEEE(67), 1979, pp. 697-699.
BibRef
7900
Sadjadi, F.A., and
Hall, E.L.,
Three-Dimensional Moment Invariants,
PAMI(2), No. 2, 1980, pp. 127-136.
BibRef
8000
Earlier:
Object Recognition by Three Dimensional Moment Invariants,
PRIP79(327-336).
Moments. A generalization to 3-D of
See also Visual Pattern Recognition by Moment Invariants.
BibRef
Sadjadi, F.A.,
Hall, E.L.,
Numerical Computations of Moment Invariants for Scene Analysis,
PRIP78(181-187).
BibRef
7800
Samu, T.I.[Tayib I.],
Sadjadi, F.A.[Firooz A.],
Hall, E.L.[Ernest L.],
Three-Dimensional Moment Invariants for Automated Target
Recognition,
SPIE(2756), 1996, pp. 230-237.
BibRef
9600
Teague, M.R.,
Image Analysis via the General Theory of Moments,
JOSA(70), No. 8, August 1980, pp. 920-930.
BibRef
8008
Mérö, L.[László],
An Algorithm for Scale- and Rotation-Invariant Recognition of
Two-Dimensional Objects,
CGIP(15), No. 3, March 1981, pp. 279-287.
Elsevier DOI lines with models. Boundary lines then interior.
BibRef
8103
Peli, T.,
An Algorithm for Recognition and Localization of Roatated
and Scaled Objects,
PIEEE(69), 1981, pp. 483-485.
BibRef
8100
Wiejak, J.S.,
Moment Invariants in Theory and Practice,
IVC(1), No. 2, May 1983, pp. 79-83.
Elsevier DOI Moments from the boundary.
BibRef
8305
Boyce, J.F.,
Hossack, W.J.,
Moment Invariants for Pattern Recognition,
PRL(1), 1983, pp. 451-456.
BibRef
8300
Abu-Mostafa, Y.S., and
Psaltis, D.,
Recognitive Aspects of Moment Invariants,
PAMI(6), No. 6, November 1984, pp. 698-706.
BibRef
8411
Abu-Mostafa, Y.S., and
Psaltis, D.,
Image Normalization by Complex Moments,
PAMI(7), No. 1, January 1985, pp. 46-55.
Using moments to transform planar images to standard view.
BibRef
8501
Bamieh, B.,
de Figueiredo, R.J.P.,
A General Moment-Invariants/Attributed-Graph Method for
Three-Dimensional Object Recognition from a Single Image,
RA(2), 1986, pp. 31-41.
BibRef
8600
Reddi, S.S.,
Radial and Angular Moment Invariants for Image Identification,
PAMI(3), No. 2, March 1981, pp. 240-242.
More general moment invariants than given by
20 years earlier by M.K. Hu(
See also Visual Pattern Recognition by Moment Invariants. ).
BibRef
8103
Gupta, L.,
Srinath, M.D.,
Contour Sequence Moments For The Classification Of Closed Planar Shapes,
PR(20), No. 3, 1987, pp. 267-272.
Elsevier DOI Moments from countour sequences.
BibRef
8700
Reiss, T.H.,
The Revised Fundamental Theorem of Moment Invariants,
PAMI(13), No. 8, August 1991, pp. 830-834.
IEEE DOI
BibRef
9108
Reeves, A.P.,
Prokop, R.J.,
Andrews, S.E., and
Kuhl, F.P.,
Three-Dimensional Shape Analysis Using Moments and
Fourier Descriptors,
PAMI(10), No. 6, November 1988, pp. 937-943.
IEEE DOI
BibRef
8811
Earlier:
ICPR84(447-450).
Fourier Descriptors. Combination of both Fourier descriptors and moments.
See also Identification of Three-Dimensional Objects Using Range Information.
BibRef
Reeves, A.P., and
Wittner, B.S.,
Shape Analysis of Three Dimensional Objects Using the Method of Moments,
CVPR83(20-26).
BibRef
8300
Reeves, A.P., and
Rostampour, A.,
Shape Analysis of Segmented Objects Using Moments,
PRIP81(171-174).
BibRef
8100
Prokop, R.J.[Richard J.],
Reeves, A.P.[Anthony P.],
A Survey of Moment-Based Techniques for Unoccluded Object Representation
and Recognition,
GMIP(54), No. 5, September 1992, pp. 438-460.
Survey, Moments.
BibRef
9209
Faber, T.L., and
Stokely, E.M.,
Orientation of 3-D Structures in Medical Images,
PAMI(10), No. 5, September 1988, pp. 626-633.
IEEE DOI
Moments.
BibRef
8809
Chou, C.H.[Chun-Hsien],
Chen, Y.C.[Yung-Chang],
Moment-Preserving Pattern Matching,
PR(23), No. 5, 1990, pp. 461-474.
Elsevier DOI Template matching. moment preserving quantization.
BibRef
9000
Belkasim, S.O.,
Shridhar, M.,
Ahmadi, M.,
Pattern Recognition With Moment Invariants:
A Comparative Study and New Results,
PR(24), No. 12, 1991, pp. 1117-1138.
Elsevier DOI Zernike and pseudo Zernike moment invariants.
BibRef
9100
Li, Y.J.[Ya-Jun],
Reforming the Theory of Invariant Moments for Pattern Recognition,
PR(25), No. 7, July 1992, pp. 723-730.
Elsevier DOI
BibRef
9207
Markandey, V.,
de Figueiredo, R.J.P.,
Robot Sensing Techniques Based on High-Dimensional Moment Invariants
and Tensors,
RA(8), No. 2, April 1992, pp. 186-195.
Higher dimensional application of
See also Visual Pattern Recognition by Moment Invariants.
BibRef
9204
Wen, W.[Wei],
Lozzi, A.[Andrei],
Recognition and Inspection of Two-Dimensional Industrial Parts
Using Subpolygons,
PR(25), No. 12, December 1992, pp. 1427-1434.
Elsevier DOI Imperfect or occluded. Polygons, subpolygons.
BibRef
9212
Wen, W.[Wei],
Lozzi, A.[Andrei],
Recognition and Inspection of Manufactured Parts Using Line Moments
of Their Boundaries,
PR(26), No. 10, October 1993, pp. 1461-1471.
Elsevier DOI
BibRef
9310
Earlier:
Transformation Independent Recognition of 2-D Industrial Parts,
ICPR92(I:680-683).
IEEE DOI
BibRef
Li, B.,
Shen, J.,
Range-Image-Based Calculation of Three-Dimensional
Convex Object Moments,
RA(9), 1993, pp. 484-490.
BibRef
9300
Chen, C.C.[Chaur-Chin],
Improved Moment Invariants For Shape Discrimination,
PR(26), No. 5, May 1993, pp. 683-686.
Elsevier DOI
BibRef
9305
Tsirikolias, K.,
Mertzios, B.G.,
Statistical Pattern Recognition Using Efficient Two-Dimensional
Moments with Applications to Character Recognition,
PR(26), No. 6, June 1993, pp. 877-882.
Elsevier DOI
BibRef
9306
Sheng, Y.L.[Yun-Long], and
Shen, L.X.[Li-Xin],
Orthogonal Fourier-Mellin moments for invariant pattern recognition,
JOSA-A(11), No. 6, June 1994, pp. 1748-1757.
BibRef
9406
Wallin, A.,
Kubler, O.,
Complete Sets of Complex Zernike Moment Invariants and the
Role of the Pseudoinvariants,
PAMI(17), No. 11, November 1995, pp. 1106-1110.
IEEE DOI
BibRef
9511
Bhattacharya, D.[Debasish],
Sinha, S.[Satyabroto],
Invariance of Stereo Images via the Theory of Complex Moments,
PR(30), No. 9, September 1997, pp. 1373-1386.
Elsevier DOI
9708
BibRef
Liao, S.X.[Simon X.],
Pawlak, M.[Miroslaw],
On the Accuracy of Zernike Moments for Image Analysis,
PAMI(20), No. 12, December 1998, pp. 1358-1364.
IEEE DOI Limit in precision due to circular domain.
Analysis for discretization errors and reconstructive power.
See also On Digital Approximation of Moment Descriptors.
BibRef
9812
Liao, S.X.[Simon X.],
Pawlak, M.[Miroslaw],
On Image-Analysis By Moments,
PAMI(18), No. 3, March 1996, pp. 254-266.
IEEE DOI
BibRef
9603
Earlier: A2, A1:
On Image Analysis via Orthogonal Moments,
VI92(253-258). May 1992.
BibRef
And:
On Image Analysis by Orthogonal Moments,
ICPR92(III:549-552).
IEEE DOI Using moments for reconstruction of image data, such as characters.
BibRef
Liao, S.X.[Simon X.],
Image Analysis by Moments,
Ph.D.Thesis, University of Manitoba, 1993.
BibRef
9300
Flusser, J.[Jan],
Suk, T.[Tomáš],
Saic, S.,
Recognition of Blurred Images by the Method of Moments,
IP(5), No. 3, March 1996, pp. 533-538.
IEEE DOI
See also Pattern Recognition by Affine Moment Invariants.
BibRef
9603
Flusser, J.[Jan],
Boldys, J.[Jiri],
Zitová, B.[Barbara],
Moment forms invariant to rotation and blur in arbitrary number of
dimensions,
PAMI(25), No. 2, February 2003, pp. 234-246.
IEEE DOI
0301
See also Pattern Recognition by Affine Moment Invariants.
BibRef
Flusser, J.,
Suk, T.,
Boldys, J.,
Zitova, B.,
Projection Operators and Moment Invariants to Image Blurring,
PAMI(37), No. 4, April 2015, pp. 786-802.
IEEE DOI
1503
Apertures
BibRef
Boldyš, J.[Jirí],
Flusser, J.[Jan],
Extension of Moment Features' Invariance to Blur,
JMIV(32), No. 3, November 2008, pp. xx-yy.
Springer DOI
0810
BibRef
Zita, A.[Aleš],
Flusser, J.[Jan],
Suk, T.[Tomáš],
Kotera, J.[Jan],
Feature Selection on Affine Moment Invariants in Relation to Known
Dependencies,
CAIP17(II: 285-295).
Springer DOI
1708
BibRef
Rothe, I.[Irene],
Süsse, H.[Herbert],
Voss, K.[Klaus],
The Method of Normalization to Determine Invariants,
PAMI(18), No. 4, April 1996, pp. 366-376.
IEEE DOI
9605
Fourier Descriptors.
Moments.
BibRef
Süsse, H.[Herbert],
Voss, K.[Klaus],
Rothe, I.[Irene],
Invariant standard positions of ordered sets of points,
CAIP95(9-16).
Springer DOI
9509
BibRef
Brochard, J.,
Coutin, L.,
Leard, M.,
Modeling of Rigid Objects by Bidimensional Moments:
Applications to the Estimation of 3D Rotations,
PR(29), No. 6, June 1996, pp. 889-902.
Elsevier DOI
9606
BibRef
Mhidra, H.,
Brochard, J.,
Leard, M.,
AR Models and Bidimensional Discrete Moments Applied to
Texture Modelling and Recognition,
PR(26), No. 5, May 1993, pp. 721-726.
Elsevier DOI
BibRef
9305
Galvez, J.M.,
Canton, M.,
Normalization and Shape Recognition of Three-Dimensional Objects by
3D Moments,
PR(26), No. 5, May 1993, pp. 667-681.
Elsevier DOI
BibRef
9305
Mukundan, R.,
Ramakrishnan, K.R.,
An Iterative Solution for Object Pose Parameters Using Image Moments,
PRL(17), No. 12, October 25 1996, pp. 1279-1284.
9612
BibRef
Stern, A.,
Kopeika, N.S.,
Analytical Method to Calculate Optical Transfer-Functions for Image Motion
and Vibrations Using Moments,
JOSA-A(14), No. 2, February 1997, pp. 388-396.
9702
BibRef
Mukundan, R.,
Malik, N.K.,
Ramakrishnan, K.R.,
Attitude Estimation Using Moment Invariants,
PRL(14), 1993, pp. 199-205.
BibRef
9300
Grace, A.E.,
Spann, M.,
A Comparison Between Fourier-Mellin Descriptors and Moment Based Features
for Invariant Object Recognition Using Neural Networks,
PRL(12), 1991, pp. 635-643.
BibRef
9100
Wohn, K.,
Wu, J.,
Estimating the Finite Displacement Using Moments,
PRL(11), 1990, pp. 371-378.
BibRef
9000
Zhu, M.,
Hasani, S.,
Bhattarai, S.,
Singh, H.,
Pattern Recognition with Moment Invariants on a Machine Vision System,
PRL(9), 1989, pp. 175-180.
BibRef
8900
Gruber, M.[Matthias],
Hsu, K.Y.[Ken-Yuh],
Moment-Based Image Normalization with High Noise-Tolerance,
PAMI(19), No. 2, February 1997, pp. 136-139.
IEEE DOI
9703
Analysis of effects of non-zero mean noise. Reduce sensitivity by using
fractional moments and negative moments.
BibRef
Zhao, D.M.[Dong-Ming],
Chen, J.[Jie],
Affine Curve Moment Invariants for Shape-Recognition,
PR(30), No. 6, June 1997, pp. 895-901.
Elsevier DOI
9706
Extend affine invariants from region to curve.
Affine deformed objects.
BibRef
Slater, D.A.,
Healey, G.,
Modeling the Sensitivity of Moment Invariants in a Recognition System,
JOSA-A(15), No. 5, May 1998, pp. 1068-1076.
9805
BibRef
Salama, G.I.M.[Gouda I.M.],
Abbott, A.L.[A. Lynn],
Moment Invariants and Quantization Effects,
CVPR98(157-163).
IEEE DOI
BibRef
9800
Mamistvalov, A.G.[Alexander G.],
n-Dimensional Moment Invariants and Conceptual Mathematical Theory
of Recognition n-Dimensional Solids,
PAMI(20), No. 8, August 1998, pp. 819-831.
IEEE DOI Discusses corrections to the standard reference on Moments:
See also Visual Pattern Recognition by Moment Invariants.
Explores the errors in this and the other derived papers.
BibRef
9808
Schweitzer, H.,
Straach, J.,
Utilizing Moment Invariants and Grobner Bases to Reason About Shapes,
CompIntel(14), No. 4, November 1998, pp. 461-474.
9810
BibRef
Chim, Y.C.,
Kassim, A.A.,
Ibrahim, Y.,
Character recognition using statistical moments,
IVC(17), No. 3/4, March 1999, pp. 299-307.
Elsevier DOI Characters using moments.
BibRef
9903
Balslev, I.,
Noise tolerance of moment invariants in pattern recognition,
PRL(19), No. 13, November 1998, pp. 1183-1189.
BibRef
9811
Pei, S.C.,
Horng, J.H.,
A Moment-Based Approach for Deskewing Rotationally Symmetric Shapes,
IP(8), No. 12, December 1999, pp. 1831-1834.
IEEE DOI
9912
BibRef
Earlier:
ICPR96(I: 248-252).
IEEE DOI
9608
(National Taiwan Univ., ROC)
BibRef
Flusser, J.[Jan],
On the independence of rotation moment invariants,
PR(33), No. 9, September 2000, pp. 1405-1410.
Elsevier DOI
0005
products of moment pairs.
BibRef
Flusser, J.[Jan],
On the inverse problem of rotation moment invariants,
PR(35), No. 12, December 2002, pp. 3015-3017.
Elsevier DOI
0209
Moments from a basis of all moment invariants.
BibRef
Palaniappan, R.,
Raveendran, P.,
Omatu, S.,
Neural Network Classification of Symmetrical and Nonsymmetrical Images
Using New Moments with High Noise Tolerance,
PRAI(13), No. 8, December 1999, pp. 1233.
0005
BibRef
Palaniappan, R.,
Raveendran, P.,
Omatu, S.,
New Invariant Moments for Non-Uniformly Scaled Images,
PAA(3), No. 2, 2000, pp. 78-87.
0010
BibRef
Kan, C.[Chao],
Srinath, M.D.[Mandyam D.],
Invariant character recognition with Zernike and orthogonal
Fourier-Mellin moments,
PR(35), No. 1, January 2002, pp. 143-154.
Elsevier DOI
0111
Orthogonal Fourier–Mellin moments work better.
BibRef
Chong, C.W.[Chee-Way],
Raveendran, P.,
Mukundan, R.,
Translation and scale invariants of Legendre moments,
PR(37), No. 1, January 2004, pp. 119-129.
Elsevier DOI
0311
Alternate to get invariant Legendre moments. Apply to characters.
BibRef
Candocia, F.M.[Frank M.],
Moment relations and blur invariant conditions for finite-extent
signals in one, two and N-dimensions,
PRL(25), No. 4, March 2004, pp. 437-447.
Elsevier DOI
0402
Evaluation of features.
See also Degraded Image-Analysis: An Invariant Approach.
BibRef
Mindru, F.[Florica],
Tuytelaars, T.[Tinne],
Van Gool, L.J.[Luc J.],
Moons, T.[Theo],
Moment invariants for recognition under changing viewpoint and
illumination,
CVIU(94), No. 1-3, April-June 2004, pp. 3-27.
Elsevier DOI
0405
BibRef
Earlier: A1, A3, A4, Only:
Model estimation for photometric changes of outdoor planar color
surfaces caused by changes in illumination and viewpoint,
ICPR02(I: 620-623).
IEEE DOI
0211
Overview of invariants for deformations and changes.
BibRef
Gope, C.,
Kehtarnavaz, N.,
Hillman, G.,
Würsig, B.,
An affine invariant curve matching method for photo-identification of
marine mammals,
PR(38), No. 1, January 2005, pp. 125-132.
Elsevier DOI
0410
BibRef
Gope, C.,
Kehtarnavaz, N.,
Affine invariant comparison of point-sets using convex hulls and
hausdorff distances,
PR(40), No. 1, January 2007, pp. 309-320.
Elsevier DOI
0611
Affine invariant; Convex hull; Hausdorff distance;
Point-pattern comparison; Shape matching
BibRef
Kehtarnavaz, N.,
Peddigari, V.,
Chandan, C.,
Syed, W.,
Hillman, G.,
Wursig, B.,
Photo-Identification of Humpback and Gray Whales using Affine Moment
Invariants,
SCIA03(109-116).
Springer DOI
0310
BibRef
Liu, J.[Jin],
Zhang, T.X.[Tian-Xu],
Matching and normalization of affine deformed image from regular
moments,
PRL(25), No. 14, 15 October 2004, pp. 1619-1631.
Elsevier DOI
0410
See also Fast algorithm for generation of moment invariants.
BibRef
Kamila, N.K.,
Mahapatra, S.,
Nanda, S.,
Retracted Paper:
Invariance image analysis using modified Zernike moments,
PRL(26), No. 6, 1 May 2005, pp. 747-753.
Elsevier DOI
0501
BibRef
And:
Retraction:
PRL(28), No. 13, 1 October 2007, pp. 1852.
Elsevier DOI
0709
Retracted. Do not reference.
See instead:
"Invariance analysis of improved Zernike moments",
Y. Bin, P. Jia-Xiong,
Journal of Optics A: Pure and Applied Optics 4 (2002) 606-614.
BibRef
Rodtook, A.[Annupan],
Makhanov, S.S.[Stanislav S.],
Numerical experiments on the accuracy of rotation moments invariants,
IVC(23), No. 6, 1 June 2005, pp. 577-586.
Elsevier DOI
0505
Impact of rotation and scaling.
BibRef
Liu, J.[Jin],
Zhang, T.X.[Tian-Xu],
Recognition of the blurred image by complex moment invariants,
PRL(26), No. 8, June 2005, pp. 1128-1138.
Elsevier DOI
0506
BibRef
Earlier: A2, A1:
Blurred image recognition based on complex moment invariants,
ICIP04(III: 2131-2134).
IEEE DOI
0505
BibRef
Ghorbel, F.,
Derrode, S.,
Mezhoud, R.,
Bannour, T.,
Dhahbi, S.,
Image reconstruction from a complete set of similarity invariants
extracted from complex moments,
PRL(27), No. 12, September 2006, pp. 1361-1369.
Elsevier DOI
0606
Complex moments; Reconstruction; Similarity invariants
BibRef
Cerjan, C.[Charles],
Zernike-Bessel representation and its application to Hankel transforms,
JOSA-A(24), No. 6, June 2007, pp. 1609-1616.
WWW Link.
0801
BibRef
Tzimiropoulos, G.,
Mitianoudis, N.,
Stathaki, T.,
A Unifying Approach to Moment-Based Shape Orientation and Symmetry
Classification,
IP(18), No. 1, January 2009, pp. 125-139.
IEEE DOI
0812
BibRef
Zhang, F.[Feng],
Liu, S.Q.[Shang-Qian],
Wang, D.B.[Da-Bao],
Guan, W.[Wei],
Aircraft recognition in infrared image using wavelet moment invariants,
IVC(27), No. 4, 3 March 2009, pp. 313-318.
Elsevier DOI
0804
Wavelet moment invariants; Image recognition; Moment invariants;
Rotation invariant
BibRef
Li, S.,
Lee, M.C.,
Pun, C.M.,
Complex Zernike Moments Features for Shape-Based Image Retrieval,
SMC-A(39), No. 1, January 2009, pp. 227-237.
IEEE DOI
0901
BibRef
Pun, C.M.[Chi-Man],
Lin, C.[Cong],
Robust Region Descriptors for Shape Classification,
CGiV16(269-272)
IEEE DOI
1608
image classification
BibRef
Pun, C.M.[Chi-Man],
Lin, C.[Cong],
Geometric Invariant Shape Classification Using Hidden Markov Model,
DICTA10(406-410).
IEEE DOI
1012
BibRef
Revaud, J.[Jérôme],
Lavoué, G.[Guillaume],
Baskurt, A.[Atilla],
Improving Zernike Moments Comparison for Optimal Similarity and
Rotation Angle Retrieval,
PAMI(31), No. 4, April 2009, pp. 627-636.
IEEE DOI
0903
Include Phase information in addition to the usual magnitude.
Apply to 3d recognition of line drawings.
BibRef
Goh, H.A.[Hock-Ann],
Chong, C.W.[Chee-Way],
Besar, R.[Rosli],
Abas, F.S.[Fazly Salleh],
Sim, K.S.[Kok-Swee],
Translation and Scale Invariants of Hahn Moments,
IJIG(9), No. 2, April 2009, pp. 271-285.
0905
BibRef
Zunic, J.[Jovisa],
Hirota, K.[Kaoru],
Rosin, P.L.[Paul L.],
A Hu moment invariant as a shape circularity measure,
PR(43), No. 1, January 2010, pp. 47-57.
Elsevier DOI
0909
Shape; Circularity measure; Moments; Hu moment invariants; Image processing
BibRef
Rosin, P.L.[Paul L.],
Shape Description by Bending Invariant Moments,
CAIP11(I: 253-260).
Springer DOI
1109
BibRef
Yap, P.T.[Pew-Thian],
Jiang, X.D.[Xu-Dong],
Kot, A.C.[Alex Chichung],
Two-Dimensional Polar Harmonic Transforms for Invariant Image
Representation,
PAMI(32), No. 7, July 2010, pp. 1259-1270.
IEEE DOI
1006
BibRef
Earlier:
Boosted complex moments for discriminant rotation invariant object
recognition,
ICPR08(1-4).
IEEE DOI
0812
Computation is more stable than moments.
BibRef
Guo, L.Q.[Li-Qiang],
Zhu, M.[Ming],
Quaternion Fourier-Mellin moments for color images,
PR(44), No. 2, February 2011, pp. 187-195.
Elsevier DOI
1011
Quaternion; Quaternion Fourier-Mellin moments; Moment invariant; Color
image registration
BibRef
Yang, B.[Bo],
Li, G.X.[Geng-Xiang],
Zhang, H.L.[Hui-Long],
Dai, M.[Mo],
Rotation and translation invariants of Gaussian-Hermite moments,
PRL(32), No. 9, 1 July 2011, pp. 1283-1298.
Elsevier DOI
1101
Orthogonal polynomials; Gaussian-Hermite moments; Moment invariants;
Rotation and translation invariants
BibRef
Yang, B.[Bo],
Flusser, J.[Jan],
Suk, T.[Tomáš],
3D rotation invariants of Gaussian-Hermite moments,
PRL(54), No. 1, 2015, pp. 18-26.
Elsevier DOI
1502
Rotation invariants
BibRef
Yang, B.[Bo],
Dai, M.[Mo],
Image reconstruction from continuous Gaussian-Hermite moments
implemented by discrete algorithm,
PR(45), No. 4, 2012, pp. 1602-1616.
Elsevier DOI
1410
Orthogonal polynomials
BibRef
Singh, C.[Chandan],
Walia, E.[Ekta],
Mittal, N.[Neerja],
Rotation invariant complex Zernike moments features and their
applications to human face and character recognition,
IET-CV(5), No. 5, 2011, pp. 255-265.
DOI Link
1110
BibRef
Singh, C.[Chandan],
Walia, E.[Ekta],
Mittal, N.[Neerja],
Robust two-stage face recognition approach using global and local
features,
VC(27), No. 11, November 2011, pp. 1085-1098.
WWW Link.
1210
BibRef
Singh, C.[Chandan],
Mittal, N.[Neerja],
Walia, E.[Ekta],
Complementary feature sets for optimal face recognition,
JIVP(2014), No. 1, 2014, pp. 35.
DOI Link
1407
BibRef
Xiao, B.[Bin],
Ma, J.F.[Jian-Feng],
Cui, J.T.[Jiang-Tao],
Radial Tchebichef moment invariants for image recognition,
JVCIR(23), No. 2, February 2012, pp. 381-386.
Elsevier DOI
1201
BibRef
Earlier:
Invariant Image Recognition Using Radial Jacobi Moment Invariants,
ICIG11(280-285).
IEEE DOI
1109
Radial Tchebichef moments; Images reconstruction; Image recognition;
Invariant moments; Orthogonal moments; Polar coordinate; Complex
moments; Orthogonal Fourier-Mellin moments
BibRef
Xiao, B.[Bin],
Wang, G.Y.[Guo-Yin],
Generic radial orthogonal moment invariants for invariant image
recognition,
JVCIR(24), No. 7, 2013, pp. 1002-1008.
Elsevier DOI
1309
Radial orthogonal moments
BibRef
Xiao, B.[Bin],
Ma, J.F.[Jian-Feng],
Cui, J.T.[Jiang-Tao],
Combined blur, translation, scale and rotation invariant image
recognition by Radon and pseudo-Fourier-Mellin transforms,
PR(45), No. 1, 2012, pp. 314-321.
Elsevier DOI
1410
Blur invariants
BibRef
Crespo, J.B.F.P.[Joao B.F.P.],
Aguiar, P.M.Q.[Pedro M.Q.],
Revisiting Complex Moments for 2-D Shape Representation and Image
Normalization,
IP(20), No. 10, October 2011, pp. 2896-2911.
IEEE DOI
1110
BibRef
Earlier:
The 2D orientation is unique through principal moments analysis,
ICIP10(1845-1848).
IEEE DOI
1009
BibRef
Crespo, J.F.P.[Joăo F.P.],
Lopes, G.A.S.[Gustavo A.S.],
Aguiar, P.M.Q.[Pedro M.Q.],
Principal moments for efficient representation of 2D shape,
ICIP09(1085-1088).
IEEE DOI
0911
BibRef
Minhas, R.[Rashid],
Mohammed, A.A.[Abdul Adeel],
Wu, Q.M.J.[Q.M. Jonathan],
Incremental Learning in Human Action Recognition Based on Snippets,
CirSysVideo(22), No. 11, November 2012, pp. 1529-1541.
IEEE DOI
1211
BibRef
Earlier:
A Generic Moment Invariants Based Supervised Learning Framework for
Classification Using Partial Object Information,
CRV09(45-52).
IEEE DOI
0905
BibRef
Zhang, H.[Hui],
Wu, Q.M.J.[Q.M. Jonathan],
Pattern recognition by affine Legendre moment invariants,
ICIP11(797-800).
IEEE DOI
1201
BibRef
Kalinic, H.[Hrvoje],
Loncaric, S.[Sven],
Bijnens, B.[Bart],
Absolute joint moments: a novel image similarity measure,
JIVP(2013), No. 1, 2013, pp. 24.
DOI Link
1305
BibRef
Gong, M.[Ming],
Li, H.[Hua],
Cao, W.G.[Wei-Guo],
Moment invariants to affine transformation of colours,
PRL(34), No. 11, 1 August 2013, pp. 1240-1251.
Elsevier DOI
1306
Colour; Moment invariants; Affine transformation; Pattern
recognition; Image retrieval
BibRef
Li, Y.N.[Yue Nan],
Quaternion Polar Harmonic Transforms for Color Images,
SPLetters(20), No. 8, 2013, pp. 803-806.
IEEE DOI
1307
algebra
See also Two-Dimensional Polar Harmonic Transforms for Invariant Image Representation.
BibRef
Dominguez, S.,
Image analysis by moment invariants using a set of step-like basis
functions,
PRL(34), No. 16, 2013, pp. 2065-2070.
Elsevier DOI
1310
Moment invariants
BibRef
Bujack, R.[Roxana],
Hlawitschka, M.[Mario],
Scheuermann, G.[Gerik],
Hitzer, E.[Eckhard],
Customized TRS invariants for 2D vector fields via moment
normalization,
PRL(46), No. 1, 2014, pp. 46-59.
Elsevier DOI
1407
Moment invariant
BibRef
Mousavi, B.S.[B. Somayeh],
Soleymani, F.[Fazlollah],
Razmjooy, N.[Navid],
Semantic image classification by genetic algorithm using optimised
fuzzy system based on Zernike moments,
SIViP(8), No. 5, July 2014, pp. 831-842.
Springer DOI
1407
BibRef
Hmimid, A.[Abdeslam],
Sayyouri, M.[Mhamed],
Qjidaa, H.[Hassan],
Fast computation of separable two-dimensional discrete invariant
moments for image classification,
PR(48), No. 2, 2015, pp. 509-521.
Elsevier DOI
1411
BibRef
Earlier: A2, A1, A3:
Image Classification Using Separable Discrete Moments of
Charlier-Tchebichef,
ICISP14(441-449).
Springer DOI
1406
Bivariate discrete orthogonal polynomials
BibRef
Xiao, B.[Bin],
Wang, G.Y.[Guo-Yin],
Li, W.S.[Wei-Sheng],
Radial shifted Legendre moments for image analysis and invariant
image recognition,
IVC(32), No. 12, 2014, pp. 994-1006.
Elsevier DOI
1412
Orthogonal moments
BibRef
Kang, T.K.[Tae-Koo],
Choi, I.H.[In-Hwan],
Lim, M.T.[Myo-Taeg],
MDGHM-SURF: A robust local image descriptor based on modified
discrete Gaussian-Hermite moment,
PR(48), No. 3, 2015, pp. 670-684.
Elsevier DOI
1412
Modified discrete Gaussian-Hermite moment
BibRef
Wang, Y.[Yuan_Bin],
Wang, X.[Xing_Wei],
Zhang, B.[Bin],
Wang, Y.[Ying],
Projective Invariants of D-moments of 2D Grayscale Images,
JMIV(51), No. 2, February 2015, pp. 248-259.
Springer DOI
1503
BibRef
Diao, L.H.[Lu-Hong],
Peng, J.[Juan],
Dong, J.L.[Jun-Liang],
Kong, F.[Fanyu],
Moment invariants under similarity transformation,
PR(48), No. 11, 2015, pp. 3641-3651.
Elsevier DOI
1506
Moment invariants
BibRef
Wang, X.[Xuan],
Yang, T.F.[Teng-Fei],
Guo, F.X.[Fang-Xia],
Image analysis by circularly semi-orthogonal moments,
PR(49), No. 1, 2016, pp. 226-236.
Elsevier DOI
1511
Orthogonal moments
BibRef
Cheng, H.N.[Huai-Ning],
Chung, S.M.[Soon M.],
Orthogonal moment-based descriptors for pose shape query on 3D point
cloud patches,
PR(52), No. 1, 2016, pp. 397-409.
Elsevier DOI
1601
3D shape descriptor
BibRef
Žunic, J.[Joviša],
Hirota, K.[Kaoru],
Dukic, D.[Dragan],
Aktas, M.A.[Mehmet Ali],
On a 3D analogue of the first Hu moment invariant and a family of shape
ellipsoidness measures,
MVA(27), No. 1, January 2016, pp. 129-144.
Springer DOI
1601
BibRef
Žunic, J.[Joviša],
Žunic, D.[Dragiša],
Shape Interpretation of Second-Order Moment Invariants,
JMIV(56), No. 1, September 2016, pp. 125-136.
WWW Link.
1605
BibRef
Žunic, J.[Joviša],
Rosin, P.L.[Paul L.],
Ilic, V.[Vladimir],
Disconnectedness: A new moment invariant for multi-component shapes,
PR(78), 2018, pp. 91-102.
Elsevier DOI
1804
Shape, Multi-component shapes, Moments, Moment invariants
BibRef
Batioua, I.[Imad],
Benouini, R.[Rachid],
Zenkouar, K.[Khalid],
Zahi, A.[Azeddine],
Hakim, E.[El_Fadili],
3D image analysis by separable discrete orthogonal moments based on
Krawtchouk and Tchebichef polynomials,
PR(71), No. 1, 2017, pp. 264-277.
Elsevier DOI
1707
3D, image, analysis
BibRef
Bahaoui, Z.[Zaineb],
El Fadili, H.[Hakim],
Zenkouar, K.[Khalid],
Zarghili, A.[Arsalane],
Exact Zernike and pseudo-Zernike moments image reconstruction based on
circular overlapping blocks and Chamfer distance,
SIViP(11), No. 7, October 2017, pp. 1313-1320.
Springer DOI
1708
BibRef
Bahaoui, Z.[Zaineb],
Zenkouar, K.[Khalid],
El Fadili, H.[Hakim],
Qjidaa, H.[Hassan],
Zarghili, A.[Arsalane],
Blocking artifact removal using partial overlapping based on exact
Legendre moments computation,
RealTimeIP(14), No. 2, February 2018, pp. 433-451.
Springer DOI
1804
BibRef
Gong, M.[Ming],
Hao, Y.[You],
Mo, H.L.[Han-Lin],
Li, H.[Hua],
Naturally combined shape-color moment invariants under affine
transformations,
CVIU(162), No. 1, 2017, pp. 46-56.
Elsevier DOI
1710
Invariants
BibRef
Khan, M.A.U.[Mohammad A. U.],
Khan, T.M.[Tariq M.],
Calibrating second-moment matrix for better shape adaptation with bias
term from directional filter bank,
SIViP(11), No. 8, November 2017, pp. 1453-1460.
WWW Link.
1710
BibRef
Yang, B.[Bo],
Kostková, J.[Jitka],
Flusser, J.[Jan],
Suk, T.[Tomáš],
Bujack, R.[Roxana],
Rotation invariants of vector fields from orthogonal moments,
PR(74), No. 1, 2018, pp. 110-121.
Elsevier DOI
1711
BibRef
And:
Recognition of patterns in vector fields by Gaussian-hermite
invariants,
ICIP17(2359-2363)
IEEE DOI
1803
Automation, Numerical models, Numerical stability,
Pattern recognition, Visualization,
total rotation.
Vector field
BibRef
Kostková, J.[Jitka],
Flusser, J.[Jan],
On the Null-Space of the Shape-Color Moment Invariants,
CAIP19(I:402-408).
Springer DOI
1909
BibRef
Khare, M.[Manish],
Prakash, O.[Om],
Srivastava, R.K.[Rajneesh Kumar],
Combining Zernike moment and complex wavelet transform for human object
classification,
IJCVR(8), No. 2, 2018, pp. 140-167.
DOI Link
1806
BibRef
Dalton, L.A.[Lori A.],
Joint asymptotic normality of granulometric moments under multiple
structuring elements,
PRL(111), 2018, pp. 80-86.
Elsevier DOI
1808
Granulometry, Mathematical morphology, Random sets, Image processing
BibRef
Yang, J.W.[Jian-Wei],
Zhang, L.[Liang],
Tang, Y.Y.[Yuan Yan],
Mellin polar coordinate moment and its affine invariance,
PR(85), 2019, pp. 37-49.
Elsevier DOI
1810
Mellin polar coordinate moment, Mellin transform,
Repeated integral, Affine moment invariants, Affine transform
BibRef
Benouini, R.[Rachid],
Batioua, I.[Imad],
Zenkouar, K.[Khalid],
Zahi, A.[Azeddine],
Najah, S.[Said],
Qjidaa, H.[Hassan],
Fractional-order orthogonal Chebyshev Moments and Moment Invariants
for image representation and pattern recognition,
PR(86), 2019, pp. 332-343.
Elsevier DOI
1811
Fractional-order orthogonal moments,
Fractional-order Chebyshev polynomials, Moment invariants,
Fast and accurate computation
BibRef
Hosny, K.M.[Khalid M.],
Khedr, Y.M.[Yasmeen M.],
Khedr, W.I.[Walid I.],
Mohamed, E.R.[Ehab R.],
Robust image hashing using exact Gaussian-Hermite moments,
IET-IPR(12), No. 12, December 2018, pp. 2178-2185.
DOI Link
1812
BibRef
Diao, L.H.[Lu-Hong],
Zhang, Z.M.[Zhen-Meng],
Liu, Y.J.[Yu-Jie],
Nan, D.[Dong],
Necessary Condition of Affine Moment Invariants,
JMIV(61), No. 5, June 2019, pp. 602-606.
Springer DOI
1906
BibRef
Wu, G.[Gang],
Xu, L.[Linmin],
Shape description and recognition by implicit Chebyshev moments,
PRL(128), 2019, pp. 137-145.
Elsevier DOI
1912
Chebyshev polynomial, Chebyshev moment,
Implicit Chebyshev moment, Shape representation
BibRef
Kaur, P.[Parminder],
Pannu, H.S.[Husanbir Singh],
Malhi, A.K.[Avleen Kaur],
Comprehensive Study of Continuous Orthogonal Moments:
A Systematic Review,
Surveys(52), No. 4, September 2019, pp. Article No 67.
DOI Link
1912
Survey, Moments.
BibRef
Bolourchi, P.[Pouya],
Moradi, M.[Masoud],
Demirel, H.[Hasan],
Uysal, S.[Sener],
Improved SAR target recognition by selecting moment methods based on
Fisher score,
SIViP(14), No. 1, February 2020, pp. 39-47.
Springer DOI
2001
BibRef
Karmouni, H.[Hicham],
Jahid, T.[Tarik],
Sayyouri, M.[Mhamed],
El Alami, R.[Rachid],
Qjidaa, H.[Hassan],
Fast 3D image reconstruction by cuboids and 3D Charlier's moments,
RealTimeIP(17), No. 4, August 2020, pp. 949-965.
Springer DOI
2007
3-D Moments.
BibRef
Bedratyuk, L.[Leonid],
2D Geometric Moment Invariants from the Point of View of the Classical
Invariant Theory,
JMIV(62), No. 8, October 2020, pp. xx-yy.
WWW Link.
2009
BibRef
Ren, C.X.[Chuan-Xian],
Ge, P.F.[Peng-Fei],
Dai, D.Q.[Dao-Qing],
Yan, H.[Hong],
Learning Kernel for Conditional Moment-Matching Discrepancy-Based
Image Classification,
Cyber(51), No. 4, April 2021, pp. 2006-2018.
IEEE DOI
2103
Kernel, Task analysis, Training, Learning systems,
Prediction algorithms, Computational modeling, supervised learning
BibRef
Mo, H.L.[Han-Lin],
Hao, H.X.[Hong-Xiang],
Li, H.[Hua],
Geometric moment invariants to spatial transform and N-fold symmetric
blur,
PR(115), 2021, pp. 107887.
Elsevier DOI
2104
Blurred image, Blur invariants, Moment invariants,
Spatial transform, -fold symmetry, Object recognition, Template matching
BibRef
Benouini, R.[Rachid],
Batioua, I.[Imad],
Zenkouar, K.[Khalid],
Najah, S.[Said],
Fractional-order generalized Laguerre moments and moment invariants
for grey-scale image analysis,
IET-IPR(15), No. 2, 2021, pp. 523-541.
DOI Link
2106
BibRef
Li, Z.W.[Zhen-Wei],
Li, B.Z.[Bing-Zhao],
Qi, M.[Min],
Two-dimensional quaternion linear canonical series for color images,
SP:IC(101), 2022, pp. 116574.
Elsevier DOI
2201
Linear canonical transform, 2-D quaternion linear canonical series,
Image reconstruction
BibRef
Yang, B.[Bo],
Shi, X.J.[Xiao-Juan],
Chen, X.F.[Xiao-Feng],
Image Analysis by Fractional-Order Gaussian-Hermite Moments,
IP(31), 2022, pp. 2488-2502.
IEEE DOI
2204
Image reconstruction, Image recognition, Feature extraction,
Chebyshev approximation, Quaternions, Face recognition, Transforms,
region-of-interest feature extraction
BibRef
Flusser, J.[Jan],
Suk, T.[Tomáš],
Bedratyuk, L.[Leonid],
Karella, T.[Tomáš],
3d Non-separable Moment Invariants,
CAIP23(I:295-305).
Springer DOI
2312
BibRef
Kouw, W.[Wouter],
Loog, M.[Marco],
Effects of sampling skewness of the importance-weighted risk
estimator on model selection.,
ICPR18(1468-1473)
IEEE DOI
1812
Standards, Histograms, Training, Convergence,
Probability distribution, Kernel, Gaussian distribution
BibRef
Benouini, R.,
Batioua, I.,
Bahaoui, Z.,
Zenkouar, K.,
Qjidaa, H.,
Efficient image classification by using improved dual Hahn Moment
Invariants,
ISCV18(1-7)
IEEE DOI
1807
feature extraction, image classification,
polynomials, shape recognition,
dual Hahn polynomials
BibRef
Mallahi, M.E.,
Zouhri, A.,
El-Mekkaoui, J.,
Qjidaa, H.,
Radial Meixner moments for rotational invariant pattern recognition,
ISCV17(1-6)
IEEE DOI
1710
Complexity theory, Image reconstruction, Numerical stability,
Pattern recognition,
radial Meixner moment, reconstruction, error
BibRef
Moujahid, D.,
Elharrouss, O.,
Tairi, H.,
Image Analysis Using Disc-Harmonic Moments and Their RST Invariants
in Pattern Recognition,
CGiV16(150-155)
IEEE DOI
1608
data analysis
BibRef
El Mallahi, M.,
Mesbah, A.,
Qjidaa, H.,
Zenkouar, K.,
El Fadili, H.,
Translation and scale invariants of three-dimensional Tchebichef
moments,
ISCV15(1-5)
IEEE DOI
1506
image classification
BibRef
Wei, X.[Xue],
Phung, S.L.[Son Lam],
Bouzerdoum, A.[Abdesselam],
Bermak, A.,
Invariant image recognition under projective deformations:
An image normalization approach,
VCIP15(1-4)
IEEE DOI
1605
Benchmark testing
BibRef
Wei, X.[Xue],
Phung, S.L.[Son Lam],
Bouzerdoum, A.[Abdesselam],
Affine-invariant scene categorization,
ICIP14(1031-1035)
IEEE DOI
1502
Computer vision
BibRef
Garcia-Ordas, M.T.[Maria Teresa],
Alegre, E.[Enrique],
Gonzalez-Castro, V.[Victor],
Garcia-Ordas, D.[Diego],
aZIBO: A New Descriptor Based in Shape Moments and Rotational
Invariant Features,
ICPR14(2395-2400)
IEEE DOI
1412
absolute Zernike moments with Invariant Boundary Orientation.
BibRef
Camacho-Bello, C.,
Báez-Rojas, J.J.,
Angle Estimation Using Hahn Moments for Image Analysis,
CIARP14(127-134).
Springer DOI
1411
BibRef
Zhang, R.L.[Ru-Liang],
Wang, L.[Lin],
An image matching evolutionary algorithm based on Hu invariant moments,
IASP11(113-117).
IEEE DOI
1112
BibRef
Mukundan, R.[Ramakrishnan],
A New Set of Normalized Geometric Moments Based on Schlick's
Approximation,
ISVC07(II: 205-213).
Springer DOI
0711
BibRef
Liu, H.M.[Hong-Mei],
Rui, W.[Wei],
Huang, J.W.[Ji-Wu],
Binary Image Authentication using Zernike Moments,
ICIP07(I: 385-388).
IEEE DOI
0709
BibRef
Lange, M.[Mikhail],
Ganebnykh, S.[Sergey],
Lange, A.[Andrey],
Moment-Based Pattern Representation Using Shape and Grayscale Features,
IbPRIA07(I: 523-530).
Springer DOI
0706
BibRef
Maaoui, C.,
Laurent, H.,
Rosenberger, C.,
2D Color Shape Recognition Using Zernike Moments,
ICIP05(III: 976-979).
IEEE DOI
0512
BibRef
Ruberto, C.,
Morgera, A.,
A Comparison of 2-D Moment-Based Description Techniques,
CIAP05(212-219).
Springer DOI
0509
BibRef
Martinez, J.,
Thomas, F.,
On the reconstruction of an image from its moments,
ICIP03(I: 217-220).
IEEE DOI
0312
BibRef
Poupon, F.[Fabrice],
Mangin, J.F.[Jean-Francois],
Frouin, V.[Vincent], and
Magnin, I.[Isabelle],
3d Multi-Object Deformable Template Based on Moment Invariants,
SCIA97(xx-yy)
HTML Version.
9705
BibRef
Horikawa, Y.,
Pattern Recognition with Invariance to Similarity Transformations Based
on the Third-Order Correlation,
ICPR96(II: 200-204).
IEEE DOI
9608
(Australian National Univ., AUS)
BibRef
Burns, J.B.[J. Brian],
Method and apparatus for recognition of objects
via position and orientation consensus of local image encoding,
US_Patent5,828,769, Oct 27, 1998
WWW Link.
BibRef
9810
Earlier:
Recognition via Consensus of Local Moments of
Brightness and Orientation,
CVPR96(891-898).
IEEE DOI
Tracking.
BibRef
Cheatham, L.,
Cassasent, D., and
Fetterly, D.,
Distortion Invariant Recognition Using a Moment Feature Space,
CVPR83(171-174).
BibRef
8300
Lucas, D.,
Moment Techniques in Picture Analysis,
CVPR83(178-187).
BibRef
8300
Lambert, G.[Georg],
Gao, H.[Hua],
Line moments and invariants for real time processing of vectorized
contour data,
CIAP95(347-352).
Springer DOI
9509
BibRef
Lambert, G.,
Noll, J.,
Discrimination Properties of Invariants Using the
Line Moments of Vectorized Contours,
ICPR96(II: 735-739).
IEEE DOI
9608
(Darmstadt Univ. of Techn., D)
BibRef
Ghosal, S.,
Mehrotra, R.,
Zernike moment-based feature detectors,
ICIP94(I: 934-938).
IEEE DOI
9411
BibRef
Guo, X.[Xuan],
Three dimensional moment invariants under rigid transformation,
CAIP93(518-522).
Springer DOI
9309
BibRef
Ngan, K.N.,
Kang, S.B.,
Fuzzy quaternion approach to object recognition incorporating Zernike
moment invariants,
ICPR90(I: 288-290).
IEEE DOI
9006
BibRef
Fogel, S.V.,
de Figueiredo, R.J.P.,
A Method for Construction of Complete Invariant Systems of Features for
Scene Analysis,
ICPR80(1223-1227).
BibRef
8000
Chapter on Registration, Matching and Recognition Using Points, Lines, Regions, Areas, Surfaces continues in
Moment Computation, Computation of Moments .