Lamé functions
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11—20 of 47 matching pages
11: 29.4 Graphics
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§29.4(i) Eigenvalues of Lamé’s Equation: Line Graphs
… ► ►§29.4(iii) Lamé Functions: Line Graphs
… ►§29.4(iv) Lamé Functions: Surfaces
… ►12: 29.1 Special Notation
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►All derivatives are denoted by differentials, not by primes.
►The main functions treated in this chapter are the eigenvalues , , , , the Lamé functions
, , , , and the Lamé polynomials , , , , , , , .
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►The relation to the Lamé functions
, of Jansen (1977) is given by
…The relation to the Lamé functions
, of Ince (1940b) is given by
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13: 14 Legendre and Related Functions
Chapter 14 Legendre and Related Functions
…14: 10 Bessel Functions
Chapter 10 Bessel Functions
…15: 18 Orthogonal Polynomials
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16: 1 Algebraic and Analytic Methods
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17: Hans Volkmer
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18: 29.12 Definitions
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§29.12(i) Elliptic-Function Form
… ►The Lamé functions , , and , , are called the Lamé polynomials. There are eight types of Lamé polynomials, defined as follows: ►
29.12.1
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►In consequence they are doubly-periodic meromorphic functions of .
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19: 29.6 Fourier Series
§29.6 Fourier Series
►§29.6(i) Function
… ►In addition, if satisfies (29.6.2), then (29.6.3) applies. … ►§29.6(ii) Function
… ►§29.6(iii) Function
…20: 31.7 Relations to Other Functions
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