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21: 4.15 Graphics

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22: 28.3 Graphics

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§28.3(i) Line Graphs: Mathieu Functions with Fixed $q$ and Variable $x$

… ►For further graphs see Jahnke et al. (1966, pp. 264–265 and 268–275). …

23: 33.15 Graphics

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§33.15(i) Line Graphs of the Coulomb Functions $f(ϵ,\mathrm{\ell };r)$ and $h(ϵ,\mathrm{\ell };r)$

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24: 14.4 Graphics

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§14.4(i) Ferrers Functions: 2D Graphs

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§14.4(iii) Associated Legendre Functions: 2D Graphs

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25: 29.4 Graphics

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§29.4(i) Eigenvalues of Lamé’s Equation: Line Graphs

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§29.4(iii) Lamé Functions: Line Graphs

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26: 15.3 Graphics

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§15.3(i) Graphs

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27: 22.16 Related Functions

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§22.16(iv) Graphs

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Figure 22.16.2: Jacobi’s epsilon function $ℰ(x,k)$ for $0\le x\le 10\pi$ and $k=0.4,0.7,0.99,0.999999$. (These graphs are similar to those in Figure 22.16.1; compare (22.16.3), (22.16.17), and the graphs of $\mathrm{dn}(x,k)$ in §22.3(i).) Magnify

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Figure 22.16.3: Jacobi’s zeta function $\mathrm{Z}\left(x|k\right)$ for $0\le x\le 10\pi$ and $k=0.4,0.7,0.99,0.999999$. Magnify

28: 4.3 Graphics

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29: 4.29 Graphics

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30: 5.3 Graphics

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