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Geometry and topology of submanifolds, VI. Proceedings of the international meetings on ‘Pure and applied differential geometry’ and on ‘Theory of submanifolds’ which were held in combination on July 10, 11, 14 at Leuven and on July 12, 13 at Brussel, Belgium. (English) Zbl 0832.00044
Singapore: World Scientific. ix, 314 p. (1994).

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The articles of this volume will be reviewed individually.
Indexed articles:
Alías, Luis J.; Ferrández, Ángel; Lucas, Pascual, Surfaces in Lorentzian space forms satisfying the condition \(\Delta x = Ax + B\), 3-15 [Zbl 0841.53046]
Arslan, Kadri; West, Alan, Non-spherical submanifolds with pointwise 2-planar normal sections, 16-22 [Zbl 0847.53010]
Barros, M.; Garay, O. J., Isometric immersions with Jacobi mean curvature vector field and related problems, 23-42 [Zbl 0842.53041]
Carter, Sheila; Şentürk, Zerrin, On the index of parallel immersions, 43-49 [Zbl 0852.53007]
Carter, Sheila; Şentürk, Zerrin; West, Alan, The pushout space of a submanifold, 50-57 [Zbl 0852.53008]
Chen, Bang-Yen, A Riemannian invariant for submanifolds in space forms and its applications, 58-81 [Zbl 0865.53050]
Decruyenaere, F.; Dillen, F.; Verstraelen, L.; Vrancken, L., Affine differential geometry for surfaces in codimension one, two and three, 82-90 [Zbl 0837.53008]
Dhooghe, P. F., Einstein manifolds as critical elements in their projective class, 91-97 [Zbl 0837.53040]
Dillen, Franki, Some variational problems in submanifold theory, 98-105 [Zbl 0856.53042]
Kühnel, W., Tensor products of spheres, 106-109 [Zbl 0837.53004]
Leger, M.; Morvan, J. M.; Rakotoarisoa, H.; Thibaut, M., Minimization of geometrical criteria defined on a surface, 110-135 [Zbl 1010.58501]
Magid, Martin, A brief introduction to equiaffine surface theory in \(\mathbb{R}^ 4\), 136-140 [Zbl 0839.53008]
Mihai, Ion; Verstraelen, Leopold, Introduction to tensor products of submanifolds, 141-151 [Zbl 0846.53002]
Mullen, Simon, Isoparametric systems on symmetric spaces, 152-154 [Zbl 0839.53036]
Niebergall, Ross; Ryan, Patrick J., Focal sets in affine geometry, 155-164 [Zbl 0852.53013]
Palmer, Bennett, Buckling eigenvalues and variational problems for surfaces in the three-sphere, 165-170 [Zbl 0863.53038]
Romero, Alfonso; Sánchez, Miguel, On completeness of compact Lorentzian manifolds, 171-182 [Zbl 0842.53045]
Roşca, Radu, On para Sasakian manifolds, 183-184 [Zbl 0838.53040]
Rouxel, B., Chen submanifolds, 185-198 [Zbl 0837.53005]
Verstraelen, Leopold, Comments on pseudo-symmetry in the sense of Ryszard Deszcz, 199-209 [Zbl 0846.53034]
Wang, Changping, A unified equiaffine theory for surfaces in \(\mathbb{R}^ 4\). I: The definite surfaces, 210-223 [Zbl 0864.53010]
Weiner, Joel L., Cartan’s method of moving frames applied to the study of surfaces in affine 4-space, 224-234 [Zbl 0837.53014]
Willmore, T. J., A survey on the theory of harmonic (pseudo)-Riemannian spaces, 235-245 [Zbl 0841.53042]
Bruyninckx, H.; De Schutter, J., Application of differential geometry to task specification for constrained robotic manipulation of non-polyhedral objects, 249-257 [Zbl 0841.70003]
Mys, G.; Maes, B.; Ghoos, Y., A separation model for breath test analysis, 258-271 [Zbl 0836.92012]
Verstraelen, P.; Kruth, J. P.; De Jonge, L., Mathematical aspects of three-dimensional coordinate measuring machines: Self-calibration method and software error correction, 272-289 [Zbl 0850.93560]
Verstraelen, P.; Kruth, J.-P.; Janssens, M., Mathematical aspects of three-dimensional co-ordinate measuring machines: Measuring and modelling free-form surfaces, 290-297 [Zbl 0850.93559]
Waeytens, Kim; Hanoulle, Ignace; Wagemans, Johan; d’Ydewalle, Géry, Human representation of closed contours, 298-306 [Zbl 0836.92032]
Wagemans, Johan; De Troy, Andreas; Van Gool, Luc; Wood, Jonathan R.; Foster, David H., Affine shape equivalence, 307-314 [Zbl 0837.92033]

MSC:
00B25 Proceedings of conferences of miscellaneous specific interest
53-06 Proceedings, conferences, collections, etc. pertaining to differential geometry
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