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- W2336737693 abstract "In this paper we consider envelopes of families of equidistant curves and horocycles in the hyperbolic plane. As a special case, we consider a kind of evolutes as the envelope of normal equidistant families of a curve. The hyperbolic evolute of a curve is a special case. Moreover, a new notion of horocyclic evolutes of curves is induced. We investigate the singularities of such envelopes and introduce new invariants in the Lie algebra of the Lorentz group." @default.
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- W2336737693 date "2016-04-04" @default.
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- W2336737693 title "Envelopes of slant lines in the hyperbolic plane" @default.
- W2336737693 doi "https://doi.org/10.1285/i15900932v35n2p51" @default.
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