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Used together with:
time (8)
calculus (2)
algorithm (2)
approxim (2)
number (2)

Stem polynomin$ (all stems)

11 papers:

LICSLICS-2001-Ganzinger #concept #decidability #problem #semantics #word
Relating Semantic and Proof-Theoretic Concepts for Polynominal Time Decidability of Uniform Word Problems (HG), pp. 81–90.
LICSLICS-2001-MitchellRST #analysis #calculus #probability #process #protocol #security
Probabilistic Polynominal-Time Process Calculus and Security Protocol Analysis (JCM, AR, AS, VT), pp. 3–5.
ICALPICALP-2000-Buresh-OppenheimCIP #calculus
Homogenization and the Polynominal Calculus (JBO, MC, RI, TP), pp. 926–937.
ICALPICALP-2000-JansenP #approximate #multi #scheduling
Polynominal Time Approximation Schemes for General Multiprocessor Job Shop Scheduling (KJ, LP), pp. 878–889.
ICALPICALP-2000-KrivelevichV #approximate #independence
Approximating the Independence Number and the Chromatic Number in Expected Polynominal Time (MK, VHV), pp. 13–24.
CSLCSL-2000-Shelah #logic
Choiceless Polynominal Time Logic: Inability to Express (SS), pp. 72–125.
ICMLICML-1998-KearnsS #learning
Near-Optimal Reinforcement Learning in Polynominal Time (MJK, SPS), pp. 260–268.
ICLPILPS-1993-PalopoliZ #modelling
Polynominal Time Computable Stable Models (LP, CZ), p. 645.
STOCSTOC-1988-Ben-OrT #algorithm #multi
A Deterministic Algorithm for Sparse Multivariate Polynominal Interpolation (Extended Abstract) (MBO, PT), pp. 301–309.
STOCSTOC-1988-Ko
Relativized Polynominal Time Hierarchies Having Exactly K Levels (KIK), pp. 245–253.
STOCSTOC-1988-Orlin #algorithm #performance
A Faster Strongly Polynominal Minimum Cost Flow Algorithm (JBO), pp. 377–387.

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