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Used together with:
minim (5)
nfa (2)
problem (2)
that (2)
identif (2)

Stem dfa$ (all stems)

20 papers:

CIAACIAA-2015-Ade-IbijolaES #programming
Introducing Code Adviser: A DFA-driven Electronic Programming Tutor (AAI, SE, IDS), pp. 307–312.
LATALATA-2015-UlyantsevZS #automaton #identification #symmetry
BFS-Based Symmetry Breaking Predicates for DFA Identification (VU, IZ, AS), pp. 611–622.
LATALATA-2014-KonitzerS #automaton #bound #process
DFA with a Bounded Activity Level (MK, HUS), pp. 478–489.
LATALATA-2013-FernauHV #analysis #automaton #multi #problem
A Multivariate Analysis of Some DFA Problems (HF, PH, YV), pp. 275–286.
CIAACIAA-2012-LiuSGF #automaton #named #regular expression
SDFA: Series DFA for Memory-Efficient Regular Expression Matching (TL, YS, LG, BF), pp. 337–344.
CIAACIAA-2010-AlmeidaMR #automaton #incremental
Incremental DFA Minimisation (MA, NM, RR), pp. 39–48.
CIAACIAA-2010-LiuGLT #automaton #composition #matrix #regular expression
Compressing Regular Expressions’ DFA Table by Matrix Decomposition (YL, LG, PL, JT), pp. 282–289.
CIAACIAA-2010-TirnaucaT #automaton #identification #query
Types of Trusted Information That Make DFA Identification with Correction Queries Feasible (CT, CIT), pp. 272–281.
TACASTACAS-2009-ChenFCTW #automaton #composition #learning #verification
Learning Minimal Separating DFA’s for Compositional Verification (YFC, AF, EMC, YKT, BYW), pp. 31–45.
CIAACIAA-2003-Ravikumar #algorithm #automaton
Weak Minimization of DFA — An Algorithm and Applications (BR), pp. 226–238.
ICMLICML-2000-ThollardDH #automaton #probability #using
Probabilistic DFA Inference using Kullback-Leibler Divergence and Minimality (FT, PD, CdlH), pp. 975–982.
TACASTACAS-1999-Knoop #approach #multi #paradigm
From DFA-Frameworks to DFA-Generators: A Unifying Multiparadigm Approach (JK), pp. 360–374.
ICMLICML-1999-ParekhH #automaton
Simple DFA are Polynomially Probably Exactly Learnable from Simple Examples (RP, VH), pp. 298–306.
DLTDLT-1997-IwamaT #automaton #bound #nondeterminism
Tight Bounds on the Number of States of DFA’s That Are Equivalent to n-state NFA’s (KI, KT), pp. 147–154.
TACASTACAS-1996-KleinKKS #automaton #program analysis
DFA&OPT-METAFrame: A Tool Kit for Program Analysis and Optimazation (MK, JK, DK, BS), pp. 422–426.
CIAAWIA-1996-SalomaaY #automaton #finite #nondeterminism
NFA to DFA Transformation for Finite Languages (KS, SY), pp. 149–158.
CIAAWIA-1996-Schubert #automaton #how #sorting
How to Use Sorting Procedures to Minimize DFA (BS), pp. 159–166.
SACSAC-1996-Julstom96a #automaton
Evolutionary discovery of DFA size and structure (BAJ), pp. 263–268.
STOCSTOC-1989-PittW #approximate #automaton #consistency #polynomial #problem
The Minimum Consistent DFA Problem Cannot Be Approximated within any Polynomial (LP, MKW), pp. 421–432.
ICALPICALP-1984-BlumerBEHM #automaton #linear #online #set #word
Building the Minimal DFA for the Set of all Subwords of a Word On-line in Linear Time (AB, JB, AE, DH, RMM), pp. 109–118.

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.