On computations with integer division
Author:
Publisher
EDP Sciences
Subject
Computer Science Applications,General Mathematics,Software
Link
http://www.rairo-ita.org/10.1051/ita/1989230101011/pdf
Reference9 articles.
1. 1. BEN OR M., Lower bounds for Algebraic Computation Trees, Proc. 15th ACM STOC, 1983, pp. 80-86.
2. 2. BABAI L., JUST B. and MEYER AUF DER HEIDE F., On the Limits of Computations with the Floor Functions, Information and Computation, 78 (2), 1988, pp. 99-107.9555780659.68051
3. 3. CASSELS J. W. S., An Introduction to the Geometry of Numbers, Springer, Berlin, 1959; second printing, 1971.3061300086.26203
4. 4. DOBKIN D. and LIPTON R., A Lower Bound of 1/2n2 on Linear Search Programs for the Knapsack Problem, J..C.S.S., Vol. 16, 1975, pp. 417-421.0397.68045
5. 5. HASTAD J., JUST B.,LAGARIAS J. and SCHNORR C. P., Polynomial Time Algorithms for Finding Integer Relations Among Real Numbers, Proc. STACS, 1986, pp. 105-118.8277290606.68033
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1. Topological Lower Bounds on Algebraic Random Access Machines;SIAM Journal on Computing;2001-01
2. Constant-division algorithms;IEE Proceedings - Computers and Digital Techniques;1994
3. Capabilities and complexity of computations with integer division;Lecture Notes in Computer Science;1993
4. A lower bound for integer greatest common divisor computations;Journal of the ACM;1991-04
5. Lower Bounds for Computations with the Floor Operation;SIAM Journal on Computing;1991-04
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