Results 81 to 90 of about 1,961,451 (191)
Effect of liquid physical properties and flow rates on the surface area of sprays from a pressure atomizer [PDF]
J. A. Consiglio, C. M. Sliepcevich
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A Property of some Open Riemann Surfaces and Its Application [PDF]
Tadashi Kuroda
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On properties of the Newton and logarithmic potential and its first derivative at some simple singularities of mass surfaces and curves. [II.] [PDF]
František Graf
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Contributions to properties of surfaces composed from lines with different directions [PDF]
František Machovec
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On Compact Shimura Surfaces [PDF]
We study surfaces constructed from groups of units in quaternion orders $\Lambda$ over the integers in real quadratic fields k. A short presentation of some general theory of such surfaces is given, in particular, we construct certain ``modular curves'' on the surfaces and examine their properties.
arxiv
Darboux Slant Ruled Surfaces [PDF]
In this study, we introduce Darboux slant ruled surfaces in the Euclidean 3-space which is defined by the property that the Darboux vector of orthonormel frame of ruled surface makes a constant angle with a fixed, non-zero direction. We obtain the characterizations of Darboux slant ruled surfaces regarding the conical curvature kappa and give the ...
arxiv
Equidistribution des horocycles d'une surface géométriquement finie [PDF]
In this work, we show equidistribution properties for the horocycles of a geometrically finite surface with variable negative curvature. If the surface is hyperbolic, we deduce an equidistribution result for the orbits of the horocyclic flow, when the surface has infinite volume.
arxiv
Some properties of functions which uniformize a class of simply connected Riemann surfaces [PDF]
H. B. Curtis
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In this work we obtain some geometric properties of biconservative surfaces into a Riemannian manifold. In particular, we shall study the relationship between biconservative surfaces and the holomorphicity of a generalized Hopf function. Also, we give a complete classification of CMC biconservative surfaces in a $4$-dimensional space form.
arxiv