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11: 10.10 Continued Fractions

§10.10 Continued Fractions

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12: 10.33 Continued Fractions

§10.33 Continued Fractions

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13: Wadim Zudilin

… ►Zudilin is author or coauthor of numerous publications including the book Neverending Fractions, An Introduction to Continued Fractions published by Cambridge University Press in 2014. …

14: 4.25 Continued Fractions

§4.25 Continued Fractions

… ►See Lorentzen and Waadeland (1992, pp. 560–571) for other continued fractions involving inverse trigonometric functions. …

15: 4.22 Infinite Products and Partial Fractions

§4.22 Infinite Products and Partial Fractions

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16: 4.36 Infinite Products and Partial Fractions

§4.36 Infinite Products and Partial Fractions

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17: 7.9 Continued Fractions

§7.9 Continued Fractions

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18: 8.9 Continued Fractions

§8.9 Continued Fractions

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19: 4.9 Continued Fractions

§4.9 Continued Fractions

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§4.9(i) Logarithms

… ►For other continued fractions involving logarithms see Lorentzen and Waadeland (1992, pp. 566–568). … ►

§4.9(ii) Exponentials

… ►For other continued fractions involving the exponential function see Lorentzen and Waadeland (1992, pp. 563–564). …

20: 1.15 Summability Methods

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§1.15(vi) Fractional Integrals

►For $\mathrm{\Re }\alpha >0$ and $x\ge 0$, the Riemann-Liouville fractional integral of order $\alpha$ is defined by … ►

§1.15(vii) Fractional Derivatives

►For , $n$ an integer, and $x\ge 0$, the fractional derivative of order $\alpha$ is defined by …Note that ${𝐷}^{1/2}𝐷\ne {𝐷}^{3/2}$. …