trigonometric form
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11: 36.7 Zeros
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►There are also three sets of zero lines in the plane related by rotation; these are zeros of (36.2.20), whose asymptotic form in polar coordinates is given by
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12: 7.20 Mathematical Applications
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13: 28.20 Definitions and Basic Properties
14: 3.5 Quadrature
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►Similar results hold for the trapezoidal rule in the form
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►If , then the remainder in (3.5.2) can be expanded in the form
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►The are the monic Legendre polynomials, that is, the polynomials (§18.3) scaled so that the coefficient of the highest power of in their explicit forms is unity.
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►For the choice the recurrence relation (3.5.30_5) takes the form
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►Integrals of the form
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15: 8.21 Generalized Sine and Cosine Integrals
16: 4.37 Inverse Hyperbolic Functions
17: 14.5 Special Values
18: 28.8 Asymptotic Expansions for Large
19: 28.4 Fourier Series
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28.4.1
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