resolvent cubic equation
(0.002 seconds)
11—20 of 456 matching pages
11: 4.43 Cubic Equations
12: Viewing DLMF Interactive 3D Graphics
13: 28.31 Equations of Whittaker–Hill and Ince
§28.31 Equations of Whittaker–Hill and Ince
►§28.31(i) Whittaker–Hill Equation
… ►§28.31(ii) Equation of Ince; Ince Polynomials
… ►ambiguities in sign being resolved by requiring and to be continuous functions of and positive when . … ►They satisfy the differential equation …14: 3.8 Nonlinear Equations
15: 4.21 Identities
16: Bibliography J
17: 28.4 Fourier Series
18: 23.21 Physical Applications
§23.21(ii) Nonlinear Evolution Equations
►Airault et al. (1977) applies the function to an integrable classical many-body problem, and relates the solutions to nonlinear partial differential equations. For applications to soliton solutions of the Korteweg–de Vries (KdV) equation see McKean and Moll (1999, p. 91), Deconinck and Segur (2000), and Walker (1996, §8.1). …19: Errata
Equation (16.16.5_5).
The generalized hypergeometric function of matrix argument , was linked inadvertently as its single variable counterpart . Furthermore, the Jacobi function of matrix argument , and the Laguerre function of matrix argument , were also linked inadvertently (and incorrectly) in terms of the single variable counterparts given by , and . In order to resolve these inconsistencies, these functions now link correctly to their respective definitions.
The Weierstrass lattice roots were linked inadvertently as the base of the natural logarithm. In order to resolve this inconsistency, the lattice roots , and lattice invariants , , now link to their respective definitions (see §§23.2(i), 23.3(i)).
Reported by Felix Ospald.
Four of the terms were rewritten for improved clarity.