Art

J-GLOBAL ID：200902135531090386   Reference number：00A0912836

Invariant Representation and Recognition of Objects Using Linear Lie Algebra of Tangent or Normal Vector Fields.

接と法ベクトル場の線形リー代数を用いた物体の不変な表現と認識方式

Author (3)： CHAO J (中央大 理工) ,  KARASUDANI AKIRA (中央大 理工) ,  MINOWA KENJI (東京工大 工)
Material： 電子情報通信学会論文誌 D-2  (IEICE Transactions on Information and Systems, Pt.2 (Japanese Edition))
Volume： J83-D-2  Issue： 9  Page： 1870-1878  Publication year： Sep. 25, 2000 
JST Material Number： L0197A  ISSN： 0915-1923  Document type： Article
Article type： 原著論文  Country of issue： Japan (JPN)  Language： JAPANESE (JA)

Thesaurus term： *object recognition ,...

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JST classification (1)： Pattern recognition  (JE07000S)

Reference (9)：

• MUNDY, J. L. Geometric invariance in computer vision. 1982
• MUNDY, J. L. Applications of invariance in computer vision. Lect. Notes in Computer Science. 1982, 825
• FORSYTH, D. Invariant descriptors for 3-D object recognition and pose. IEEE Trans. Pattern Anal. & Mach. Intell. 1991, 13, 10, 971-991
• PAUWELS, E. J. Recognition of planar shapes under affine distortion. Int. J. Computer Vision. 1995, 14, 48-51
• van GOOL, L. J. Recognition and semi-differential invariants. Proc. IEEE Computer Society Conf. on Computer Vision and Pattern Recognition. 1991, 454-460

Terms in the title (6)： 法 ,  ベクトル場 ,  線形 ,  リー代数 ,  物体 ,  表現