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21: 2.1 Definitions and Elementary Properties
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§2.1(i) Asymptotic and Order Symbols
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2.1.2
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§2.1(ii) Integration and Differentiation
►Integration of asymptotic and order relations is permissible, subject to obvious convergence conditions. …22: 10.64 Integral Representations
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23: Bibliography Q
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Higher-Order SUSY, Exactly Solvable Potentials, and Exceptional Orthogonal Polynomials.
Modern Physics Letters A 26, pp. 1843–1852.
24: 14.11 Derivatives with Respect to Degree or Order
25: 24.14 Sums
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§24.14(i) Quadratic Recurrence Relations
… ►§24.14(ii) Higher-Order Recurrence Relations
… ►These identities can be regarded as higher-order recurrences. …26: 11.4 Basic Properties
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§11.4(i) Half-Integer Orders
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11.4.3
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11.4.4
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§11.4(vi) Derivatives with Respect to Order
►For derivatives with respect to the order , see Apelblat (1989) and Brychkov and Geddes (2005). …27: 10.19 Asymptotic Expansions for Large Order
§10.19 Asymptotic Expansions for Large Order
►§10.19(i) Asymptotic Forms
… ►§10.19(ii) Debye’s Expansions
… ►§10.19(iii) Transition Region
… ►See also §10.20(i).28: Need Help?
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29: 11.7 Integrals and Sums
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11.7.1
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11.7.3
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11.7.5
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