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Used together with:
languag (4)
word (3)
problem (2)
finit (2)
optim (2)

Stem shuffl$ (all stems)

27 papers:

LATALATA-2015-Restivo #research
The Shuffle Product: New Research Directions (AR), pp. 70–81.
LATALATA-2015-SulzmannT
Derivatives for Regular Shuffle Expressions (MS, PT), pp. 275–286.
CIAACIAA-2014-BieglerM #automaton #finite #on the #word
On Comparing Deterministic Finite Automata and the Shuffle of Words (FB, IM), pp. 98–109.
ICALPICALP-v1-2014-CzumajV #markov
Thorp Shuffling, Butterflies, and Non-Markovian Couplings (AC, BV), pp. 344–355.
ICALPICALP-v2-2014-OhrimenkoGTU #in the cloud
The Melbourne Shuffle: Improving Oblivious Storage in the Cloud (OO, MTG, RT, EU), pp. 556–567.
ICALPICALP-v2-2013-CharlierKPZ #self #word
Self-shuffling Words (EC, TK, SP, LQZ), pp. 113–124.
DLTDLT-2012-FlickK #on the
On a Hierarchy of Languages with Catenation and Shuffle (NEF, MK), pp. 452–458.
ICALPICALP-v2-2012-GoodrichM #parallel
Anonymous Card Shuffling and Its Applications to Parallel Mixnets (MTG, MM), pp. 549–560.
LATALATA-2011-BerglundBH
Recognizing Shuffled Languages (MB, HB, JH), pp. 142–154.
LATALATA-2011-ReidenbachS #memory management #scheduling #word
Finding Shuffle Words That Represent Optimal Scheduling of Shared Memory Access (DR, MLS), pp. 465–476.
CASECASE-2010-HassanzadehMB #algorithm #mobile #optimisation
Mobile robot path planning based on shuffled frog leaping optimization algorithm (IH, KM, MAB), pp. 680–685.
LATALATA-2009-Akama #commutative #learning
Commutative Regular Shuffle Closed Languages, Noetherian Property, and Learning Theory (YA), pp. 93–104.
DLTDLT-2006-DAlessandroRV #finite #order #set
Well Quasi Orders and the Shuffle Closure of Finite Sets (FD, GR, SV), pp. 260–269.
VLDBVLDB-2005-PandeyROCC #random #ranking
Shuffling a Stacked Deck: The Case for Partially Randomized Ranking of Search Engine Results (SP, SR, CO, JC, SC), pp. 781–792.
STOCSTOC-2005-Morris
The mixing time of the Thorp shuffle (BM), pp. 403–412.
DLTDLT-2004-Domaratzki #semantics
Semantic Shuffle on and Deletion Along Trajectories (MD), pp. 163–174.
DLTDLT-2001-CampeanuSV
Shuffle Quotient and Decompositions (CC, KS, SV), pp. 186–196.
SACSAC-2000-DeifKSB
Optical Hierarchical Fully Shuffled Tree (SHD, OHK, SIS, AEMYB), pp. 667–676.
DLTDLT-1997-Kudlek
Mix Operation with Catenation and Shuffle (MK), pp. 387–398.
DLTDLT-1997-TokudaYW #re-engineering
Deterministic Reconstruction of Context-Free Derivations for a Sentence with Shuffled Terminal Symbols (TT, KY, YW), pp. 551–558.
HPCAHPCA-1996-ChenL #named
Shuffle-Ring: Overcoming the Increasing Degree of Hypercube (GC, FCML), pp. 130–138.
PLDIPLDI-1995-BurgerWD #lazy evaluation #using
Register Allocation Using Lazy Saves, Eager Restores, and Greedy Shuffling (RGB, OW, RKD), pp. 130–138.
DLTDLT-1995-Jedrzejowicz #decidability #problem
An Undecidable Problem for Shuffle Languages (JJ), pp. 112–118.
ICALPICALP-1995-EsikB #axiom #equation
Nonfinite Axiomatizability of the Equational Theory of Shuffle (, MB), pp. 27–38.
DACDAC-1988-BhandariHS #problem #towards
The Min-cut Shuffle: Toward a Solution for the Global Effect Problem of Min-cut Placement (ISB, MH, DPS), pp. 681–685.
STOCSTOC-1983-Iwama #communication #multi #string
Unique Decomposability of Shuffled Strings: A Formal Treatment of Asynchronous Time-Multiplexed Communication (KI), pp. 374–381.
STOCSTOC-1981-KleitmanLLM #graph
New Layouts for the Shuffle-Exchange Graph (Extended Abstract) (DJK, FTL, ML, GLM), pp. 278–292.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.