Parseval-type formulas
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31—40 of 241 matching pages
31: 5.19 Mathematical Applications
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32: 25.13 Periodic Zeta Function
33: 10.49 Explicit Formulas
§10.49 Explicit Formulas
►§10.49(i) Unmodified Functions
… ►§10.49(ii) Modified Functions
… ►§10.49(iii) Rayleigh’s Formulas
… ►§10.49(iv) Sums or Differences of Squares
…34: 14.9 Connection Formulas
§14.9 Connection Formulas
►§14.9(i) Connections Between , , ,
… ►§14.9(ii) Connections Between , ,
… ►§14.9(iii) Connections Between , , ,
… ►§14.9(iv) Whipple’s Formula
…35: 15.6 Integral Representations
36: 3.4 Differentiation
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Two-Point Formula
… ►Three-Point Formula
… ►Four-Point Formula
… ►Five-Point Formula
… ►Six-Point Formula
…37: 36.5 Stokes Sets
38: 10.4 Connection Formulas
§10.4 Connection Formulas
…39: 6.18 Methods of Computation
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►Also, other ranges of can be covered by use of the continuation formulas of §6.4.
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►For example, the Gauss–Laguerre formula (§3.5(v)) can be applied to (6.2.2); see Todd (1954) and Tseng and Lee (1998).
For an application of the Gauss–Legendre formula (§3.5(v)) see Tooper and Mark (1968).
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40: About MathML
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►MathML allows us to present the mathematics independent on your screen size and resolution, enabling adjustment to enlarge or shrink formula, as well as providing opportunities for making the material accessible for those with disabilities.
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