Algebraic frames for the perception-action cycle. 2nd international workshop, AFPAC 2000, Kiel, Germany, September 10--11, 2000. Proceedings
The articles of this volume will be reviewed individually. Indexed articles: \textit{Aloimonos, Y.; Fermüller, C.}, Analyzing action representations, 1-21 [Zbl 0973.68589] \textit{Dorst, Leo; van den Boomgaard, Rein}, The systems theory of contact, 22-47 [Zbl 0973.68615] \textit{Granlund, Gösta H.}, An associative perception-action structure using a localized space variant information representation, 48-68 [Zbl 0973.68628] \textit{Koenderink, Jan J.; van Doorn, Andrea J.}, The structure of colorimetry, 69-77 [Zbl 0973.91075] \textit{Labunets, Valeri; Labunets-Rundblad, Ekaterina; Astola, Jaakko}, Fast calculation algorithms of invariants for color and multispectral image recognition, 78-103 [Zbl 0973.68244] \textit{Lasenby, Joan; Gamage, Sahan; Ringer, Maurice}, Modelling motion: Tracking, analysis and inverse kinematics, 104-114 [Zbl 0973.68229] \textit{Li, Hongbo}, The Lie model for Euclidean geometry, 115-133 [Zbl 0973.51005] \textit{Barth, Erhardt; Ferraro, Mario}, On the geometric structure of spatio-temporal patterns, 134-143 [Zbl 0977.68085] \textit{Buchholz, Sven; Sommer, Gerald}, Learning geometric transformations with Clifford neurons, 144-153 [Zbl 0973.68196] \textit{Chernov, Vladimir M.}, Hurwitzion algebra and its application to the FFT synthesis, 154-163 [Zbl 0973.68236] \textit{Cremers, Daniel; Schnörr, Christoph; Weickert, Joachim; Schellewald, Christian}, Diffusion-snakes using statistical shape knowledge, 164-174 [Zbl 0973.68569] \textit{Felsberg, Michael; Sommer, Gerald}, The multidimensional isotropic generalization of quadrature filters in geometric algebra, 175-185 [Zbl 0973.68577] \textit{Forssén, Per-Erik; Granlund, Gösta}, Sparse feature maps in a scale hierarchy, 186-196 [Zbl 0973.68612] \textit{Gamage, Sahan; Lasenby, Joan}, Estimation and tracking of articulated motion using geometric algebra, 195-207 [Zbl 0973.68572] \textit{Geyer, Christopher; Daniilidis, Kostas}, Geometric properties of central catadioptric projections, 208-217 [Zbl 0973.68573] \textit{Lenz, Reiner}, Lie-theory and dynamical illumination changes, 218-228 [Zbl 0973.68570] \textit{Liu, Yanxi}, A group theoretical formalization of contact motion, 229-240 [Zbl 0973.68568] \textit{Liu, Yanxi; Collins, Robert T.}, Periodic pattern analysis under affine distortions using wallpaper groups, 241-250 [Zbl 0973.68543] \textit{Neckels, Kai}, Wavelet filter design via linear independent basic filters, 251-258 [Zbl 0973.94011] \textit{Olsen, Niels Holm; Nielsen, Mads}, Lie group modeling of nonlinear point set shape variability, 259-268 [Zbl 0973.68239] \textit{Popplestone, Robin; Grupen, Roderic A.}, Symmetries in world geometry and adaptive system behaviour, 269-283 [Zbl 0973.68193] \textit{Rosenhahn, Bodo; Zhang, Yiwen; Sommer, Gerald}, Pose estimation in the language of kinematics, 284-293 [Zbl 0973.68234] \textit{Rundblad, Ekaterina; Labunets, Valeri; Astola, Jaakko; Egiazarian, Karen}, Algebraic frames for commutative hyperharmonic analysis of signals and images, 294-308 [Zbl 0973.94010] \textit{Sagiv, Chen; Sochen, Nir A.; Zeevi, Yehoshua Y.}, Gabor-space geodesic active contours, 309-318 [Zbl 0973.68233] \textit{Sochen, Nir A.; Gilboa, Guy; Zeevi, Yehoshua Y.}, Color image enhancement by a forward-and-backward adaptive Beltrami flow, 319-328 [Zbl 0973.68243] \textit{Tanács, Attila; Czédli, Gábor; Palágyi, Kálmán; Kuba, Attila}, Point-based registration assuming affine motion, 329-338 [Zbl 0973.68575] \textit{Zhang, Yiwen; Rosenhahn, Bodo; Sommer, Gerald}, Extended Kalman filter design for motion estimation by point and line observations, 339-348 [Zbl 0973.68235]
scientific article; zbMATH DE number 1519402