Sextic

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Sex´tic


a.1.(Math.) Of the sixth degree or order.
Webster's Revised Unabridged Dictionary, published 1913 by G. & C. Merriam Co.
References in periodicals archive
Le, "Exact analytical solutions of the Schrodinger equation for a two dimensional purely sextic double-well potential," Journal of Mathematical Physics, vol.
Maki, The determination of units in real cyclic sextic fields, Lecture Notes in Mathematics, 797, Springer, Berlin, 1980.
2005) proposed sextic spline solution for the solution of fourth-order parabolic PDEs.
A solution based on sextic B-spline collocation method is proposed by Irk [17].
Let (i) [F.sub.hkl] = 0 be the quadratic equation of the 5-flat <[L.sub.h], [L.sub.k], [L.sub.l]>, (ii) [F.sub.hk] = 0 be the quartic equation of the 3-flat <[L.sub.h], [L.sub.k]> and (iii) [F.sub.h] = 0 be the sextic equation of the line [L.sub.h].
Sous, "Solution for the eigenenergies of sextic anharmonic oscillator potential V(x) = [A.sub.6][x.sup.6] + [A.sub.4][x.sup.4] + [A.sub.2][x.sup.2]" Modern Physics Letters A, vol.
In the present study, the upper [v.sub.7] + [v.sub.8] = 1 state rovibrational constants up to sextic centrifugal distortion terms were determined first using a standard Watson's Hamiltonian model.
The topics include the non-rationality of the symmetric sextic Fano threefold, approximate computations with modular curves, new methods for bounding the number of points on curves over finite fields, wildly ramified actions and surfaces of general type arising from Artin-Schreier curves, and Getzler's semi-classical approximation.
substituting this expression in (16), and solving then the resulting sextic equation for [upsilon],
The topics include the Fatou-Julia decomposition of transversally holomorphic foliations of complex codimension one, a plane sextic with finite fundamental group, the topology of abelian pencils on curves, the middle Betti number of certain singularities with critical locus a hyperplane, standard bases and algebraic local cohomology for zero dimensional ideals, and a universal bivariant theory and cobordism groups.
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