Proceedings of the 18th International Conference on Developments in Language Theory
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Arseny M. Shur, Mikhail V. Volkov
Proceedings of the 18th International Conference on Developments in Language Theory
DLT, 2014.

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@proceedings{DLT-2014,
	address       = "Ekaterinburg, Russia",
	doi           = "10.1007/978-3-319-09698-8",
	editor        = "Arseny M. Shur and Mikhail V. Volkov",
	isbn          = "978-3-319-09697-1",
	publisher     = "{Springer International Publishing}",
	series        = "{Lecture Notes in Computer Science}",
	title         = "{Proceedings of the 18th International Conference on Developments in Language Theory}",
	volume        = 8633,
	year          = 2014,
}

Contents (30 items)

DLT-2014-BerdinskyK #automation #graph #on the #transitive
On Automatic Transitive Graphs (DB, BK), pp. 1–12.
DLT-2014-BrzozowskiS #bound #complexity
Upper Bounds on Syntactic Complexity of Left and Two-Sided Ideals (JAB, MS), pp. 13–24.
DLT-2014-FeliceN #algorithm #automaton #complexity #on the
On the Average Complexity of Brzozowski’s Algorithm for Deterministic Automata with a Small Number of Final States (SDF, CN), pp. 25–36.
DLT-2014-HanKS #complexity
State Complexity of Deletion (YSH, SKK, KS), pp. 37–48.
DLT-2014-AlmeidaR #automaton
Semisimple Synchronizing Automata and the Wedderburn-Artin Theory (JA, ER), pp. 49–60.
DLT-2014-Berlinkov #algorithm #automaton #on the #problem
On Two Algorithmic Problems about Synchronizing Automata — (MVB), pp. 61–67.
DLT-2014-Gusev #automaton #random
Synchronizing Automata with Random Inputs — (VVG), pp. 68–75.
DLT-2014-Sinya #automaton #finite #graph
Graph Spectral Properties of Deterministic Finite Automata — (RS), pp. 76–83.
DLT-2014-OkhotinS #automaton #nondeterminism
Input-Driven Pushdown Automata with Limited Nondeterminism — (AO, KS), pp. 84–102.
DLT-2014-EngelfrietMS #how #top-down #transducer
How to Remove the Look-Ahead of Top-Down Tree Transducers (JE, SM, HS), pp. 103–115.
DLT-2014-TorreNP #automaton #bound
Scope-Bounded Pushdown Languages (SLT, MN, GP), pp. 116–128.
DLT-2014-ReynierT #automaton #transducer
Visibly Pushdown Transducers with Well-Nested Outputs (PAR, JMT), pp. 129–141.
DLT-2014-Schmid #regular expression
Characterising REGEX Languages by Regular Languages Equipped with Factor-Referencing (MLS), pp. 142–153.
DLT-2014-Sorokin #context-free grammar
Pumping Lemma and Ogden Lemma for Displacement Context-Free Grammars (AS), pp. 154–165.
DLT-2014-DurandGG
Aperiodic Tilings and Entropy (BD, GG, AG), pp. 166–177.
DLT-2014-EhlersMMN #pattern matching
k-Abelian Pattern Matching (TE, FM, RM, DN), pp. 178–190.
DLT-2014-KarhumakiP #on the #word
On k-Abelian Palindromic Rich and Poor Words (JK, SP), pp. 191–202.
DLT-2014-KarhumakiSZ #equivalence #theorem
Variations of the Morse-Hedlund Theorem for k-Abelian Equivalence (JK, AS, LQZ), pp. 203–214.
DLT-2014-KociumakaRRW #standard #word
Maximum Number of Distinct and Nonequivalent Nonstandard Squares in a Word (TK, JR, WR, TW), pp. 215–226.
DLT-2014-GloannecO
Knight Tiles: Particles and Collisions in the Realm of 4-Way Deterministic Tilings (BLG, NO), pp. 227–238.
DLT-2014-SprungerTEM #sequence
Eigenvalues and Transduction of Morphic Sequences (DS, WT, JE, LSM), pp. 239–251.
DLT-2014-MarsaultS
Breadth-First Serialisation of Trees and Rational Languages — (VM, JS), pp. 252–259.
DLT-2014-KutribM #automaton #communication
Measuring Communication in Automata Systems — (MK, AM), pp. 260–274.
DLT-2014-Weil #algebra #logic
From Algebra to Logic: There and Back Again The Story of a Hierarchy — (PW), pp. 275–278.
DLT-2014-DayRS #pattern matching
Closure Properties of Pattern Languages (JDD, DR, MLS), pp. 279–290.
DLT-2014-HolzerJ #automaton
Minimal and Hyper-Minimal Biautomata — (MH, SJ), pp. 291–302.
DLT-2014-KutribMW #automaton #set
Deterministic Set Automata (MK, AM, MW), pp. 303–314.
DLT-2014-ReinhardtY
The Minimum Amount of Useful Space: New Results and New Directions (KR, AY), pp. 315–326.
DLT-2014-YakaryilmazSD #quantum #verification
Debates with Small Transparent Quantum Verifiers (AY, ACCS, HGD), pp. 327–338.
DLT-2014-DickyJ #finite #infinity #word
Embedding Finite and Infinite Words into Overlapping Tiles — (AD, DJ), pp. 339–347.

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