Bibliography

1

Bayley D., J. Borwein and R. Crandall : "On the Khinchin constant'', Mathematics of Computation, v 66, n° 217, pp. 417-431, 1997.

2

Beeler M., R.W. Gosper and R. Schroeppel : "HAKMEM : Hacker's Memorandum", Memorandum n° 239, M.I.T., Artificial Intelligence Laboratory, February 1972.
http://www.inwap.com/pdp10/hbaker/ hakmem/hakmem.html.

3

Bourdon J. : "On the Khinchin constant for centered continued fraction expansions", Cahiers du GREYC n° 5, Université de Caen, July 2001.
http://users.info.unicaen.fr/ bourdon/docps/centredKhintchine.ps

4

Brent, R.P. F.G. Gustavson and D.Y. Yun : "Fast solution of Toeplitz systems of equations and computation of Padé approximants", J. Algorithms 1, n° 3, pp. 259-295, 1980.

5

Brezinski C. : "Padé-type approximation and general orthogonal polynomials", Birkhäuser, 250 p., 1980.

6

Cohen H. : "A Course in Computational Algebraic Number Theory", Springer Verlag, 536 p., 1993.

7

Douillet P.L. : "Pldx, some formal computing tools'', available at www.ensait.fr/ douillet/.

8

Flajolet P., B. Vallée and I. Vardi : "Continued fractions from Euclid to the present day", preprint March 2000, 44 p., IHES Bures sur Yvette.
http://www.ihes.fr/ ilan/continued_fractions.ps

9

Hardy G.H. and E.M. Wright : "An Introduction to the Theory of Numbers", Oxford University Press, London. Fifth edition 1979.
A useful index for that book can be found at http://www.utm.edu/research/primes/notes/hw_index.html

10

Petersen K. : "The continued fraction system", ergodic theory class, University of North Carolina, Spring 2000.
Posted at http://www.math.unc.edu/Faculty/petersen/refrac.ps, June 2001.

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