analytic properties
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31—40 of 72 matching pages
31: 11.10 Anger–Weber Functions
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11.10.2
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32: 13.2 Definitions and Basic Properties
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33: 13.14 Definitions and Basic Properties
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34: 25.11 Hurwitz Zeta Function
§25.11 Hurwitz Zeta Function
…35: 2.5 Mellin Transform Methods
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2.5.1
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36: Bibliography H
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Analytical structure and properties of Coulomb wave functions for real and complex energies.
Ann. Physics 155 (2), pp. 461–493.
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37: 19.2 Definitions
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►For more details on the analytical continuation of these complete elliptic integrals see Lawden (1989, §§8.12–8.14).
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38: 32.2 Differential Equations
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►be a nonlinear second-order differential equation in which is a rational function of and , and is locally analytic in , that is, analytic except for isolated singularities in .
…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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►There are fifty equations with the Painlevé property.
…in which , , , , and are locally analytic functions.
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