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Used together with:
effici (2)
polynomi (2)
algorithm (2)
transduc (1)
work (1)

Stem gcd$ (all stems)

6 papers:

IFLIFL-2006-RuffJ #array #synthesis
Functional-Based Synthesis of a Systolic Array for GCD Computation (LR, TJ), pp. 37–54.
IJCARIJCAR-2006-Mahboubi #algorithm #implementation #performance #proving
Proving Formally the Implementation of an Efficient gcd Algorithm for Polynomials (AM), pp. 438–452.
ICALPICALP-2005-Wikstrom #integer #on the
On the l-Ary GCD-Algorithm in Rings of Integers (DW), pp. 1189–1201.
CIAACIAA-2004-Maletti #theorem #transducer
Myhill-Nerode Theorem for Sequential Transducers over Unique GCD-Monoids (AM), pp. 323–324.
STOCSTOC-1997-ParnafesRW #communication #modelling #problem
Direct Product Results and the GCD Problem, in Old and New Communication Models (IP, RR, AW), pp. 363–372.
STOCSTOC-1995-Reif #parallel #performance #polynomial
Work efficient parallel solution of Toeplitz systems and polynomial GCD (JHR), pp. 751–761.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
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