Results 11 to 20 of about 1,787 (109)
Proper Reparametrization of Rational Ruled Surface [PDF]
In this paper, we present a proper reparametrization algorithm for rational ruled surfaces. That is, for an improper rational parametrization of a ruled surface, we construct a proper rational parametrization for the same surface. The algorithm consists of three steps.
Jia Li 0023, Liyong Shen, Xiao-Shan Gao
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The Gaussian map for rational ruled surfaces [PDF]
In this paper the Gaussian map Φ :
Duflot, Jeanne, Miranda, Rick
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Covering rational ruled surfaces
We present an algorithm that covers any given rational ruled surface with two rational parametrizations. In addition, we present an algorithm that transforms any rational surface parametrization into a new rational surface parametrization without affine base points and such that the degree of the corresponding maps is preserved.
Sendra Pons, Juan Rafael +2 more
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DESIGNING OF DEVELOPED SURFACES OF COMPLEX PARTS
Purpose. The paper focuses on ensuring the rational choice of parameters of the mating surfaces of parts when designing process equipment based on the methods of artificial intelligence. Methodology.
S. S. Tyshchenko +3 more
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Coverings of Rational Ruled Normal Surfaces [PDF]
In this work we use arithmetic, geometric, and combinatorial techniques to compute the cohomology of Weil divisors of a special class of normal surfaces, the so-called rational ruled toric surfaces. These computations are used to study the topology of cyclic coverings of such surfaces ramified along Q-normal crossing divisors.
Bartolo, Enrique Artal +2 more
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Revisiting the μ-basis of a rational ruled surface
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wang, W, Chen, F
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The five axis linkage Computer Numerical Control machine tool for integral impeller can achieve blade machining through side milling, which is of great significance for improving the machining accuracy, production efficiency, and long-term stability of ...
Yu Zhao
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Rational ruled surfaces as symplectic hyperplane sections
We study embeddability of rational ruled surfaces as symplectic hyperplane sections into closed integral symplectic manifolds. From this we obtain results on Stein fillability of Boothby–Wang bundles over rational ruled surfaces.
Kwon, Myeonggi, Oba, Takahiro
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Topology of symplectomorphism groups of rational ruled surfaces [PDF]
Let M M be either
Abreu, Miguel, McDuff, Dusa
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