Figures of merit: the sequel
@article{Tompa1990FiguresOM, title={Figures of merit: the sequel}, author={Martin Tompa}, journal={SIGACT News}, year={1990}, volume={21}, pages={78-81} }
Science has marched on despite the appearance of the original "Figures of Merit" [18]. The purpose of this survey is to bring the community up to date on the most recent bounds, so that we may collaborate to improve them.
Tables from this paper
References
SHOWING 1-10 OF 24 REFERENCES
Figures of merit
- Computer ScienceSIGA
- 1989
In Theoretical Computer Science it is customary to alphabetize the names of coauthor s on the title page of collaborative publications, and under the assumption that surnames are distributed uniformly over the alphabet, one would expect to see such collaborations as collaborative publications.
Solving dense subset-sum problems by using analytical number theory
- Mathematics, Computer ScienceJ. Complex.
- 1989
Linear Congruential Generators Do Not Produce Random Sequences
- Computer Science, MathematicsFOCS
- 1984
This paper discusses the predictability of the sequence given only a constant proportion /spl alpha/ of the leading bits of the first few numbers generated, and shows that the rest of the sequences is predictable in polynomial time, almost always.
Factoring polynomials with rational coefficients
- Mathematics
- 1982
In this paper we present a polynomial-time algorithm to solve the following problem: given a non-zero polynomial fe Q(X) in one variable with rational coefficients, find the decomposition of f into…
Faster Architectural Simulation through Parallelism
- Computer Science24th ACM/IEEE Design Automation Conference
- 1987
This study is one of the earliest to report measured performance of a widely-used commercial simulator, running non-trivial designs on a popular parallel computing system.
Asymptotically tight bounds for computing with faulty arrays of processors
- Computer ScienceProceedings [1990] 31st Annual Symposium on Foundations of Computer Science
- 1990
It is proved that in either scenario low-dimensional arrays are surprisingly fault tolerant, and how to route, sort, and perform systolic algorithms for problems such as matrix multiplication in optimal time on faulty arrays is shown.
Algorithmics - theory and practice
- Computer Science
- 1988
Algorithmics: theory and practice , Algorithmics: theory and practice , مرکز فناوری اطلاعات و اطلاع رسانی کشاورزی