Computational Mathematicsematics

Termination of a floating point computations by Serebrenik A.

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By Serebrenik A.

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654–668, Springer Verlag. Serebrenik, A. and D. De Schreye: 2001b, ‘Non-transformational termination analysis of logic programs, based on general term-orderings’. -K. ): Logic Based Program Synthesis and Transformation 10th International Workshop, Selected Papers, Vol. 2042 of Lecture Notes in Computer Science. pp. 69–85, Springer Verlag. Serebrenik, A. and D. De Schreye: 2004, ‘Inference of termination conditions for numerical loops in Prolog’. Theory and Practice of Logic Programming 4(5&6), 719–751.

A. com/. ISO/IEC 10967 Committee: 1994, ISO/IEC 10967-1: 1994 Information technology— Language independent arithmetic—Part 1: Integer and floating point arithmetic. ISO/IEC. ISO/IEC 10967 Committee: 2001, ISO/IEC 10967-2:2001 Information technology— Language independent arithmetic—Part 2: Elementary numerical functions. ISO/IEC. ISO/IEC 13211 Committee: 1995, Information technology—Programming languages— Prolog—Part 1: General core. ISO/IEC. IT Masters: 2000, ‘MasterProLog Programming Environment’.

D. Chan, P. Dufresne, E. Falvey, H. Grant, W. Harvey, A. Herold, M. Geoffrey, M. Meier, D. Miller, S. Mudambi, S. Novello, B. Perez, E. van Rossum, J. Schimpf, K. Shen, P. A. Tsahageas, and D. H. de Villeneuve: 2001, ‘ECLi PSe User Manual. 3’. European Computer-Industry Research Centre, Munich and Centre for Planning and Resource Control, London. : 1999, ‘Refinement of rational end-points real numbers by means of floatingpoint numbers’. Science of Computer Programming 33(2), 133–162. , P. Cros, J.

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