Definition of Circular cubics. Meaning of Circular cubics. Synonyms of Circular cubics

Here you will find one or more explanations in English for the word Circular cubics. Also in the bottom left of the page several parts of wikipedia pages related to the word Circular cubics and, of course, Circular cubics synonyms and on the right images related to the word Circular cubics.

Definition of Circular cubics

Circular cubics
Circular Cir"cu*lar, a. [L. circularis, fr. circulus circle: cf. F. circulaire. See Circle.] 1. In the form of, or bounded by, a circle; round. 2. repeating itself; ending in itself; reverting to the point of beginning; hence, illogical; inconclusive; as, circular reasoning. 3. Adhering to a fixed circle of legends; cyclic; hence, mean; inferior. See Cyclic poets, under Cyclic. Had Virgil been a circular poet, and closely adhered to history, how could the Romans have had Dido? --Dennis. 4. Addressed to a circle, or to a number of persons having a common interest; circulated, or intended for circulation; as, a circular letter. A proclamation of Henry III., . . . doubtless circular throughout England. --Hallam. 5. Perfect; complete. [Obs.] A man so absolute and circular In all those wished-for rarities that may take A virgin captive. --Massinger. Circular are, any portion of the circumference of a circle. Circular cubics (Math.), curves of the third order which are imagined to pass through the two circular points at infinity. Circular functions. (Math.) See under Function. Circular instruments, mathematical instruments employed for measuring angles, in which the graduation extends round the whole circumference of a circle, or 360[deg]. Circular lines, straight lines pertaining to the circle, as sines, tangents, secants, etc. Circular note or letter. (a) (Com.) See under Credit. (b) (Diplomacy) A letter addressed in identical terms to a number of persons. Circular numbers (Arith.), those whose powers terminate in the same digits as the roots themselves; as 5 and 6, whose squares are 25 and 36. --Bailey. --Barlow. Circular points at infinity (Geom.), two imaginary points at infinite distance through which every circle in the plane is, in the theory of curves, imagined to pass. Circular polarization. (Min.) See under Polarization. Circular or Globular sailing (Naut.), the method of sailing by the arc of a great circle. Circular saw. See under Saw.
Circular cubic
Cubic Cu"bic, n. (Geom.) A curve of the third degree. Circular cubic. See under Circular.

Meaning of Circular cubics from wikipedia

- five points determine a conic. If two cubics p**** through a given set of nine points, then in fact a pencil of cubics does, and the points satisfy additional...
- Catalogue of Triangle Cubics which is a compilation of extensive information about more than 1200 triangle cubics. The Neuberg cubic can be defined as a...
- The circle is the only circular conic. Conchoids of de Sluze (which include several well-known cubic curves) are circular cubics. C****ini ovals (including...
- quadratic formula. Cubics of the form t 3 + p t + q {\displaystyle t^{3}+pt+q} are said to be depressed. They are much simpler than general cubics, but are fundamental...
- has an acnode (0,0) not present in polar form. They are rational, circular, cubic plane curves. These expressions have an asymptote x = 1 (for a ≠ 0)...
- is famous for its unusual circular shape and was designed by Uruguayan architect Rafael Viñoly. It is designed in a circular shape to force drivers to...
- circular layouts form the basis of the LCF notation for Hamiltonian cubic graphs. A circular layout may be used on its own for an entire graph drawing, but...
- motion but are different from a circular saw. Circular saws may also be loosely used for the blade itself. Circular saws were invented in the late 18th...
- uses, be used to represent segments of conic sections exactly, including circular arcs. Given n + 1 control points P0, ..., Pn, the rational Bézier curve...
- while a compact circular city would allow active mobility and fast trains would not be needed. The required density in a circular city would be much...