complementary exponential integral
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11—20 of 48 matching pages
11: 7.11 Relations to Other Functions
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7.11.3
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12: 22.2 Definitions
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22.2.1
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13: 19.5 Maclaurin and Related Expansions
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19.5.5
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14: 23.15 Definitions
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23.15.1
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15: 7.5 Interrelations
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7.5.10
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16: 29.16 Asymptotic Expansions
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►The approximations for Lamé polynomials hold uniformly on the rectangle , , when and assume large real values.
The approximating functions are exponential, trigonometric, and parabolic cylinder functions.
17: 7.14 Integrals
18: 7.7 Integral Representations
19: 7.24 Approximations
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Luke (1969b, pp. 323–324) covers and for (the Chebyshev coefficients are given to 20D); and for (the Chebyshev coefficients are given to 20D and 15D, respectively). Coefficients for the Fresnel integrals are given on pp. 328–330 (20D).
Shepherd and Laframboise (1981) gives coefficients of Chebyshev series for on (22D).
20: 7.20 Mathematical Applications
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7.20.1
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