%0 Conference Paper %1 Sakata2004 %A Sakata, T. %A Nishii, R. %A Chin, Tan Siang %A Sawae, R. %B Frontiers in Handwriting Recognition, 2004. IWFHR-9 2004. Ninth International Workshop on %D 2004 %I IEEE Computer Society %K (mathematics) Lie automatic character group group, infinite invariant moments orthogonal recognition, rotation series series, theory, transformation word %P 377--381 %R 10.1109/IWFHR.2004.5 %T A new series of rotation invariant moments by Lie transformation group theory %X In automatic word recognition, location-scale-rotation invariant features are important. We consider the rotation invariant moments of 2-D imagery. Two new series of invariant moments are derived by Lie theory of the orthogonal transformation group. The infinite series are expressed in terms of regular moments.

@inproceedings{Sakata2004, abstract = {In automatic word recognition, location-scale-rotation invariant features are important. We consider the rotation invariant moments of 2-D imagery. Two new series of invariant moments are derived by Lie theory of the orthogonal transformation group. The infinite series are expressed in terms of regular moments.}, added-at = {2011-03-27T19:35:34.000+0200}, author = {Sakata, T. and Nishii, R. and Chin, Tan Siang and Sawae, R.}, biburl = {https://www.bibsonomy.org/bibtex/2315b9eb2b0e91927b9d95fbb56fe4f1a/cocus}, booktitle = {Frontiers in Handwriting Recognition, 2004. IWFHR-9 2004. Ninth International Workshop on}, booktitleaddon = {Oct 26--29, 2004}, doi = {10.1109/IWFHR.2004.5}, file = {:./01363940.pdf:PDF}, interhash = {ed54410f4dc61d7fe8a91d62981c2fc3}, intrahash = {315b9eb2b0e91927b9d95fbb56fe4f1a}, issn = {1550-5235}, keywords = {(mathematics) Lie automatic character group group, infinite invariant moments orthogonal recognition, rotation series series, theory, transformation word}, location = {#ieeeaddr#}, pages = {377--381}, publisher = {{IEEE} Computer Society}, timestamp = {2011-03-27T19:35:42.000+0200}, title = {A new series of rotation invariant moments by Lie transformation group theory}, year = 2004 }