Weierstrass%20P-function
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1: 23.2 Definitions and Periodic Properties
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§23.2(i) Lattices
… ► … ►§23.2(ii) Weierstrass Elliptic Functions
… ► ►§23.2(iii) Periodicity
…2: 23.14 Integrals
3: 23.9 Laurent and Other Power Series
§23.9 Laurent and Other Power Series
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23.9.6
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►Also, Abramowitz and Stegun (1964, (18.5.25)) supplies the first 22 terms in the reverted form of (23.9.2) as .
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4: 23 Weierstrass Elliptic and Modular
Functions
Chapter 23 Weierstrass Elliptic and Modular Functions
…5: 23.3 Differential Equations
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►The lattice invariants are defined by
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►and are denoted by .
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►Similarly for and .
As functions of and , and are meromorphic and is entire.
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§23.3(ii) Differential Equations and Derivatives
…6: 23.7 Quarter Periods
7: 23.13 Zeros
8: 23.10 Addition Theorems and Other Identities
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§23.10(i) Addition Theorems
… ►§23.10(ii) Duplication Formulas
… ►(23.10.8) continues to hold when , , are permuted cyclically. … ►§23.10(iii) -Tuple Formulas
… ►§23.10(iv) Homogeneity
…9: 23.4 Graphics
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