In mathematics, the term quartic describes something that pertains to the "fourth order", such as the function . It may refer to one of the following:
Quartic function, a polynomial function of degree 4
Quartic equation, a polynomial equation of degree 4
Quartic curve, an algebraic curve of degree 4
Quartic reciprocity, a theorem from number theory
Quartic surface, a surface defined by an equation of degree 4
See also
All pages with titles beginning with Quartic
All pages with titles containing Quartic
Quart (disambiguation)
Quintic, relating to degree 5, as next higher above quartic
Cubic (disambiguation), relating to degree 3 or a cube, as next lower below quartic
Topics referred to by the same term
This disambiguation page lists mathematics articles associated with the same title. If an internal link led you here, you may wish to change the link to point directly to the intended article.
beginning with Quartic All pages with titles containing QuarticQuart (disambiguation) Quintic, relating to degree 5, as next higher above quartic Cubic (disambiguation)...
degree four, called a quartic polynomial. A quartic equation, or equation of the fourth degree, is an equation that equates a quartic polynomial to zero...
The quart (symbol: qt) is a unit of volume equal to a quarter of a gallon. Three kinds of quarts are currently used: the liquid quart and dry quart of...
Quartal may refer to: Quartal harmony, music featuring chords built from fourths Quaternary numeral system, a system for representing numbers based on...
In mathematics, a quartic equation is one which can be expressed as a quartic function equaling zero. The general form of a quartic equation is a x 4...
simple group after the alternating group A5. The quartic was first described in (Klein 1878b). Klein's quartic occurs in many branches of mathematics, in contexts...
withstand 3×1015 neq/cm2 per 100 fb−1. Earlier designs for ToF called QUARTIC ("QUARtz TIming Cherenkov") were based on straight quartz bars. Originally...
In mathematics, the Burkhardt quartic is a quartic threefold in 4-dimensional projective space studied by Burkhardt (1890, 1891, 1892), with the maximum...
geometry, a quartic surface is a surface defined by an equation of degree 4. More specifically there are two closely related types of quartic surface: affine...
algebraic geometry, a quartic plane curve is a plane algebraic curve of the fourth degree. It can be defined by a bivariate quartic equation: A x 4 + B...
mathematical field of graph theory, a quartic graph is a graph where all vertices have degree 4. In other words, a quartic graph is a 4-regular graph. Several...
that all non-singular quartic threefolds are irrational, though some of them are unirational. Burkhardt quartic Igusa quartic Iskovskih, V. A.; Manin...
geometry, the Igusa quartic (also called the Castelnuovo–Richmond quartic CR4 or the Castelnuovo–Richmond–Igusa quartic) is a quartic hypersurface in 4-dimensional...
In quantum field theory, a quartic interaction is a type of self-interaction in a scalar field. Other types of quartic interactions may be found under...
ternary quartic form is a degree 4 homogeneous polynomial in three variables. Hilbert (1888) showed that a positive semi-definite ternary quartic form over...
Quartly is a surname. Notable people with the surname include: Reg Quartly (1912–1983), British-born Australian comedian Rob Quartly, Canadian music video...
Quartic or biquadratic reciprocity is a collection of theorems in elementary and algebraic number theory that state conditions under which the congruence...
some cases, the concept of resolvent cubic is defined only when P(x) is a quartic in depressed form—that is, when a3 = 0. Note that the fourth and fifth...
The Quart Festival was an annual popular music festival that took place in Kristiansand, Norway in the beginning of July, from 1991 to 2008. It was the...
on a quartic is 16, and in this case they are all simple nodes (to show that p {\displaystyle p} is simple project from another node). A quartic which...
explicit quartic with twenty-eight real bitangents was first given by Plücker (1839) As Plücker showed, the number of real bitangents of any quartic must...
ribbons were made. Curves that have been called a lemniscate include three quartic plane curves: the hippopede or lemniscate of Booth, the lemniscate of Bernoulli...
October 1565) was an Italian mathematician best known today for solving the quartic equation. Born in Bologna, Lodovico's grandfather, Bartolomeo Ferrari,...
In music, quartal harmony is the building of harmonic structures built from the intervals of the perfect fourth, the augmented fourth and the diminished...
In cartography, the quartic authalic projection is an equal-area projection developed by Karl Siemon in 1937 and independently by O.S. Adams in 1944....