Padé approximations to the logarithm III: Alternative methods and additional results

Author:

Driver Kathy,Prodinger Helmut,Schneider Carsten,Weideman J. A. C.

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference25 articles.

1. Abramov, S.A., Petkovšek, M.: D’Alembertian solutions of linear differential and difference equations. In: von zur Gathen, J. (ed.) Proc. ISSAC’94 pp. 169–174, ACM Press, Baltimore, (1994)

2. Andrews, G.E.: Applications of basic hypergeometric functions. SIAM Rev. 16, 441–484 (1974)

3. Andrews, G.E., Uchimura, K.: Identities in combinatorics. IV. Differentiation and harmonic numbers. Utilitas Math. 28, 265–269 (1985)

4. Bronstein, M.: On solutions of linear ordinary difference equations in their coefficient field. J. Symbolic Comput. 29(6), 841–877 (2000)

5. Driver, K., Prodinger, H., Schneider, C., Weideman, J.A.C.: Padé Approximations to the Logarithm II: Identities, Recurrences, and Symbolic Computation. Ramanujan J. 11, 139–158 (2006)

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