movable
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4 matching pages
1: 32.2 Differential Equations
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►In general the singularities of the solutions are movable in the sense that their location depends on the constants of integration associated with the initial or boundary conditions.
An equation is said to have the Painlevé property if all its solutions are free from movable branch points; the solutions may have movable poles or movable isolated essential singularities (§1.10(iii)), however.
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2: 10.72 Mathematical Applications
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§10.72(iii) Differential Equations with a Double Pole and a Movable Turning Point
…3: 31.15 Stieltjes Polynomials
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►The system (31.15.2) determines the as the points of equilibrium of
movable (interacting) particles with unit charges in a field of particles with the charges fixed at .
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