24647 Boris Adamczewski: Non-converging continued fractions related to
the Stern diatomic sequence. Acta Arithm. 142 (2010), 67-78.

24648 Boris Adamczewski/Yann Bugeaud: Palindromic continued fractions.
Ann. Inst. Fourier 57 (2007), 1557-1574.

24646 Boris Adamczewski/Yann Bugeaud/Les Davison: Continued fractions and
transcendental numbers. Ann. Inst. Fourier 56 (2006), 2093-2113.

16279 Friedrich Bauer: 3.14159... und 2.71828...
Informatik-Spektrum 23. Juni 2004, 276-280.

21092 Jonathan Borwein/D. Luke: Dynamics of a continued fraction
of Ramanujan with random coefficients. Abstract Appl. Anal. 5 (2005), 449-467.

H. Cohn: A short proof of the simple continued fraction
expansion of e. Am. Math. Monthly 113 (2006), 57-62.

24538 Thomas Cusick/P. Stanica: Sums of the Thue-Morse sequence over
arithmetic progressions. Adv. Appl. Discrete Math. 4/2 (2009), 127-135.

27001 Daniel Frischemeier: \pi und Kettenbrüche. Internet 2009, 74p.

24650 Stephen Lucas: On using bounded continued fractions to represent reals.
ANZIAM J. 45/E (2004), C921-C934.

20994 Keith Matthews: On the continued fraction expansion of
$\sqrt{2^{2n+1}}$. Internet 2007, 7p.

27178 Pradeep Mutalik: Puzzles inspired by Ramanujan.
Quanta Magazin 18 August 2016, 3p.

23014 F. Northover/D. Newman: A continued fraction related to the Bessel's functions.
Am. Math. Monthly 63/5 (1956), 350-351. The continued fraction [1,2,3,4,5,6,...].

20835 Thomas Pickett/Ann Coleman: Another continued fraction for $\pi$.
Am. Math. Monthly 115/10, 930-933.