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11—20 of 38 matching pages

11: Charles W. Clark

… ►Clark received the R&D 100 Award, Distinguished Presidential Rank Award of the U. …

National Bureau of Standards (1967) includes the eigenvalues $a_{n}\left(q\right)$ , $b_{n}\left(q\right)$ for $n=0(1)3$ with $q=0(.2)20(.5)37(1)100$ , and $n=4(1)15$ with $q=0(2)100$ ; Fourier coefficients for $\operatorname{ce}_{n}\left(x,q\right)$ and $\operatorname{se}_{n}\left(x,q\right)$ for $n=0(1)15$ , $n=1(1)15$ , respectively, and various values of $q$ in the interval $[0,100]$ ; joining factors $g_{\mathit{e},n}(\sqrt{q})$ , $f_{\mathit{e},n}(\sqrt{q})$ for $n=0(1)15$ with $q=0(.5\mbox{ to }10)100$ (but in a different notation). Also, eigenvalues for large values of $q$ . Precision is generally 8D.

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Blanch and Clemm (1969) includes eigenvalues $a_{n}\left(q\right)$ , $b_{n}\left(q\right)$ for $q=\rho e^{\mathrm{i}\phi}$ , $\rho=0(.5)25$ , $\phi=5^{\circ}(5^{\circ})90^{\circ}$ , $n=0(1)15$ ; 4D. Also $a_{n}\left(q\right)$ and $b_{n}\left(q\right)$ for $q=\mathrm{i}\rho$ , $\rho=0(.5)100$ , $n=0(2)14$ and $n=2(2)16$ , respectively; 8D. Double points for $n=0(1)15$ ; 8D. Graphs are included.

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13: 27.21 Tables

… ►Lehmer (1914) lists all primes up to 100 06721. …

14: Publications

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B. V. Saunders and Q. Wang (2006) From B-Spline Mesh Generation to Effective Visualizations for the NIST Digital Library of Mathematical Functions, in Curve and Surface Design, Proceedings of the Sixth International Conference on Curves and Surfaces, Avignon, France June 29–July 5, 2006, pp. 235–243.

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15: 15.3 Graphics

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See accompanying text — Figure 15.3.1: $F\left(\tfrac{4}{3},\tfrac{9}{16};\tfrac{14}{5};x\right),-100\leq x\leq 1$ . Magnify

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16: Frank W. J. Olver

… ►A highly regarded expositor, Olver was author of more than 100 technical articles. …

17: 23.17 Elementary Properties

… ►In (23.17.5) for terms up to

q^{48}

see Zuckerman (1939), and for terms up to

q^{100}

see van Wijngaarden (1953). …

18: 5.17 Barnes’ $G$ -Function (Double Gamma Function)

… ►For Glaisher’s constant see also Greene and Knuth (1982, p. 100) and §2.10(i).

19: 10.13 Other Differential Equations

… ►See also Watson (1944, pp. 95–100).

20: 10.73 Physical Applications

… ►See Jackson (1999, Chapter 3, §§3.7, 3.8, 3.11, 3.13), Lamb (1932, Chapter V, §§100–102; Chapter VIII, §§186, 191–193; Chapter X, §§303, 304), Happel and Brenner (1973, Chapter 3, §3.3; Chapter 7, §7.3), Korenev (2002, Chapter 4, §43), and Gray et al. (1922, Chapter XI). …