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31: 21.4 Graphics
§21.4 Graphics
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Figure 21.4.5: The real part of a genus 3 scaled Riemann theta function: θ ^ ( x + i y , 0 , 0 | 𝛀 2 ) , 0 x 1 , 0 y 3 . … Magnify 3D Help
32: 14.4 Graphics
§14.4 Graphics
§14.4(i) Ferrers Functions: 2D Graphs
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Figure 14.4.15: 𝖯 0 μ ( x ) , 0 μ 10 , 1 < x < 1 . Magnify 3D Help
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Figure 14.4.16: 𝖰 0 μ ( x ) , 0 μ 6.2 , 1 < x < 1 . … Magnify 3D Help
§14.4(iii) Associated Legendre Functions: 2D Graphs
33: 28.3 Graphics
§28.3 Graphics
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Figure 28.3.13: ce 2 ( x , q ) for 0 x 2 π , 0 q 10 . Magnify 3D Help
34: 33.15 Graphics
§33.15 Graphics
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Figure 33.15.9: h ( ϵ , ; r ) with = 1 , 2 < ϵ < 2 , 15 < r < 15 . Magnify 3D Help
35: 28.16 Asymptotic Expansions for Large q
For graphical interpretation, see Figures 28.13.1 and 28.13.2. …
36: DLMF Project News
error generating summary
37: 10.26 Graphics
§10.26 Graphics
§10.26(i) Real Order and Variable
38: 29.4 Graphics
§29.4 Graphics
§29.4(i) Eigenvalues of Lamé’s Equation: Line Graphs
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Figure 29.4.12: b ν 2 ( k 2 ) as a function of ν and k 2 . Magnify 3D Help
§29.4(iii) Lamé Functions: Line Graphs
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Figure 29.4.32: 𝐸𝑠 2.5 2 ( x , k 2 ) as a function of x and k 2 . Magnify 3D Help
39: 30.7 Graphics
§30.7 Graphics
§30.7(i) Eigenvalues
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Figure 30.7.4: Eigenvalues λ n 10 ( γ 2 ) , n = 10 , 11 , 12 , 13 , 50 γ 2 150 . Magnify
§30.7(ii) Functions of the First Kind
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Figure 30.7.21: | 𝑄𝑠 0 0 ( x + i y , 4 ) | , 1.8 x 1.8 , 2 y 2 . Magnify 3D Help
40: 22.3 Graphics
§22.3 Graphics
§22.3(i) Real Variables: Line Graphs
§22.3(iii) Complex z ; Real k
In the graphics shown in this subsection height corresponds to the absolute value of the function and color to the phase. …
§22.3(iv) Complex k