「hyperbola」の共起表現(1語右で並び替え)

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共起表現

「hyperbola」の共起表現一覧(1語右で並び替え)

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onic; specifically, an ellipse, parabola, or	hyperbola according as the line intersects the circumc
The	hyperbola and parabola pages have great pictures.
s drawn from the parametrization of the unit	hyperbola and the alternative radial length.
The lines of the octagon tangent to the	hyperbola are
The lines asymptotic to the	hyperbola are simply
Note that in a	hyperbola b can be larger than a.
The	hyperbola diagram in this article has no example of co
Unlike the circle group, this unit	hyperbola group is not compact.
Memoirs) for the expression of the arc of an	hyperbola in terms of two elliptic arcs.
This	hyperbola is illustrated in figure 2.
For Yaglom, a	hyperbola is a Minkowskian circle.
The	hyperbola is then given by the equation
A diameter of one	hyperbola is conjugate to its reflection in the asympt
t-Vincent's achievement in quadrature of the	hyperbola is due to his student and co-worker Alphonse
ers of a regular octagon with a section of a	hyperbola that is tangent to the two sides adjacent to
curve: in an ellipse, the shorter one; in a	hyperbola, the one that does not intersect the hyperbo
Similarly given a rectangular	hyperbola, this same nine-point circle can be construc
The nine-point	hyperbola was recalled by Isaak Yaglom when describing
ndicular to the METATOY, appears bent into a	hyperbola when seen through the METATOY.
corresponds to a unit quasi-sphere that is a	hyperbola which plays the role of the "unit circle" in
The	hyperbola with given asymptotes;

共起表現

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「hyperbola」の共起表現一覧(1語右で並び替え)