Luc Vrancken
National Fund for Scientific Research
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Publication
Featured researches published by Luc Vrancken.
Proceedings of the American Mathematical Society | 1987
Franki Dillen; Barbara Opozda; Leopold Verstraelen; Luc Vrancken
Let M be a compact 3-dimensional totally real submanifold of the nearly Kaehler 6-dimensional unit sphere. Let K be the sectional curvature function of M. Then, if K > 1/16, M is a totally geodesic submanifold (and K 1).
Archivum Mathematicum | 1999
P.J. De Smet; Franki Dillen; Leopold Verstraelen; Luc Vrancken
Geometry and topology of submanifolds II / Boyom, Michel [edit.]; e.a. | 1990
Chen Bang-Yen; Johan Deprez; Franki Dillen; Leopold Verstraelen; Luc Vrancken
Manuscripta Mathematica | 1993
Franki Dillen; Luc Vrancken; K. U. Leuven
Conferences on Differential Geometry and Vision & Theory of Submanifolds | 1993
Franki Dillen; Leopold Verstraelen; Luc Vrancken; Ignace Van de Woestijne
PDEs, Submanifolds and Affine Differential Geometry | 2005
Franki Dillen; Luc Vrancken
Symposium on the differential geometry of submanifolds | 2007
John Bolton; Franki Dillen; Luc Vrancken
Archive | 1993
Fabien Decruyenaere; Franki Dillen; Leopold Verstraelen; Luc Vrancken
Pure and Applied Differential Geometry PADGE 2012 | 2013
John Bolton; Bart Dioos; Luc Vrancken
Geometry and Topology of Submanifolds, VII | 1994
Franki Dillen; Luc Vrancken
