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11—20 of 142 matching pages
11: 10.31 Power Series
§10.31 Power Series
…12: 10.53 Power Series
§10.53 Power Series
…13: 12.4 Power-Series Expansions
§12.4 Power-Series Expansions
…14: 12.15 Generalized Parabolic Cylinder Functions
15: 17.18 Methods of Computation
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►Method (2) is very powerful when applicable (Andrews (1976, Chapter 5)); however, it is applicable only rarely.
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16: 27.16 Cryptography
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►To code a piece , raise to the power
and reduce modulo to obtain an integer (the coded form of ) between and .
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►In other words, to recover from we simply raise to the power
and reduce modulo .
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17: 7.17 Inverse Error Functions
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§7.17(ii) Power Series
…18: 23.17 Elementary Properties
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§23.17(ii) Power and Laurent Series
…19: 4.7 Derivatives and Differential Equations
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§4.7(ii) Exponentials and Powers
… ►When is a general power, is replaced by the branch of used in constructing . …20: 3.10 Continued Fractions
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