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Union Curves of a Hypersurface
Canadian Journal of Mathematics, 19501. Introduction. A curve on an ordinary surface is a union curve if its osculating plane at each point contains the line of a specified rectilinear congruence through the point. The author has obtained the differential equations of union curves on a metric surface in ordinary space and has exhibited certain generalizations for union curves of known ...
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Level-set random hypersurface models for tracking nonconvex extended objects
IEEE Transactions on Aerospace and Electronic Systems, 2016Antonio Zea +3 more
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Laplace-Beltrami Operator of a Helicoidal Hypersurface in Four-Space
, 2016Erhan Güler, M. Magid, Y. Yaylı
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The Bruce-Roberts number of a function on a weighted homogeneous hypersurface
, 2013J. Nuño-Ballesteros +2 more
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