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1—10 of 190 matching pages
1: 36.6 Scaling Relations
2: 24.2 Definitions and Generating Functions
3: 29.13 Graphics
4: 29.10 Lamé Functions with Imaginary Periods
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►The first and the fourth functions have period ; the second and the third have period .
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29.10.2
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5: 22.21 Tables
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►Spenceley and Spenceley (1947) tabulates , , , , for and to 12D, or 12 decimals of a radian in the case of .
►Curtis (1964b) tabulates , , for , , and (not ) to 20D.
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►Zhang and Jin (1996, p. 678) tabulates , , for and to 7D.
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6: 29.14 Orthogonality
7: 32.5 Integral Equations
8: 22.3 Graphics
9: 22.4 Periods, Poles, and Zeros
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►Figure 22.4.1 illustrates the locations in the -plane of the poles and zeros of the three principal Jacobian functions in the rectangle with vertices , , , .
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►Figure 22.4.2 depicts the fundamental unit cell in the -plane, with vertices , , , .
The set of points , , comprise the lattice for the 12 Jacobian functions; all other lattice unit cells are generated by translation of the fundamental unit cell by , where again .
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►This half-period will be plus or minus a member of the triple ; the other two members of this triple are quarter periods of .
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►For example, .
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