Some of these references are not directly available yet.
Please ask the author(s) for them by e-mail.
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[Aldaz96] M. Aldaz Zaragüeta.
Implementación de números racionales mediante la estructura de
datos straight--line program.
In M. Giusti, J. Heintz, and L. M. Pardo, editors, Proceedings
of TERA'96, Santander, Spain, 1996. Universidad de Cantabria,
Facultad de Ciencias.
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[CaLlMa96a] B. Castaño, J. Llovet, and R. Martìnez.
Polynomials, matrices and algorithms with straight--line programs.
In J. Heintz, M. Giusti, and L. M. Pardo, editors, Proceedings
of TERA'96, pages 12--14, Santander, Spain, April 1996. Universidad
de Cantabria, Facultad de Ciencias.
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[CaLlMa96b] B. Castaño, J. Llovet and R. Martìnez.
An evaluation algorithm for univariate polynomials given by
straight-line programs.
preprint, Alcala, 17 pages, 1996.
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[GiHePa96] M. Giusti, J. Heintz, and L. M. Pardo.
TERA'96: Abstracts of the talks.
Preprint Dep. Matemàticas, Estadìstica y Computaciòn.
Universidad de Cantabria, 1996.
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[GrHeMaSt96] A. Grosso, N. Herrera, G. Matera, M. E. Stefanoni, and
J. M. Turull.
Un algoritmo para el càlculo del rango de matrices enteras en
espacio polilogarítmico.
In Proc. 25th JAIIO, Buenos Aires, Argentina, 1996. (MS WORD)
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[Haegele96a] K. Hägele.
slp - a
C++ classlib
(A prototype for straight--line programs).
Universidad de Cantabria, October 1996.
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[Haegele96b] K. Hägele.
Data structures and zero tests.
In M. Giusti, J. Heintz, and L. M. Pardo, editors, Proceedings
of TERA'96, page 20, Santander, Spain, April 1996. Universidad de
Cantabria, Facultad de Ciencias.
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[KrPa96] T. Krick and L. M. Pardo.
A
Computational Method for Diophantine Approximation.
In L. Gonzalez-Vega and T. Recio, editors, Algorithms in
Algebraic Geometry and Applications, volume 143 of Progress in
Mathematics, pages 193--254. Birkhäuser Verlag, 1996.
LM.
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[MoMoPa96] J. L. Montaña, J. E. Morais, and L. M. Pardo.
Lower Bounds for Arithmetic Networks II: Sum of Betti numbers.
Applicable Algebra in Engineering Communications and Computing,
vol.7, No. 1 (1996) 41-52.
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