Unary context-free grammars and pushdown automata, descriptional complexity and auxiliary space lower bounds.
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Publication:1872711
DOI10.1006/jcss.2002.1855zbMath1059.68068OpenAlexW2057559629WikidataQ61677528 ScholiaQ61677528MaRDI QIDQ1872711
Giovanni Pighizzini, Jeffrey O. Shallit, Wang, Ming-wei
Publication date: 14 May 2003
Published in: Journal of Computer and System Sciences (Search for Journal in Brave)
Full work available at URL: https://semanticscholar.org/paper/b3c2089671067248430081472e527cccceeff260
Related Items (21)
Parikh’s Theorem and Descriptional Complexity ⋮ Descriptional complexity of bounded context-free languages ⋮ Converting nondeterministic automata and context-free grammars into Parikh equivalent one-way and two-way deterministic automata ⋮ (Un)decidability of the Emptiness Problem for Multi-dimensional Context-Free Grammars ⋮ Non-recursive trade-offs between two-dimensional automata and grammars ⋮ Deciding determinism of unary languages ⋮ Two-way machines and de Bruijn words ⋮ Descriptional complexity of limited automata ⋮ Descriptional complexity of two-way pushdown automata with restricted head reversals ⋮ Non-Self-Embedding Grammars and Descriptional Complexity ⋮ SIMULATIONS OF UNARY ONE-WAY MULTI-HEAD FINITE AUTOMATA ⋮ Investigations on Automata and Languages Over a Unary Alphabet ⋮ Pushdown automata and constant height: decidability and bounds ⋮ Deterministic Pushdown Automata and Unary Languages ⋮ Limited automata and unary languages ⋮ Descriptional Complexity of Two-Way Pushdown Automata with Restricted Head Reversals ⋮ DETERMINISTIC PUSHDOWN AUTOMATA AND UNARY LANGUAGES ⋮ Nondeterministic complexity in subclasses of convex languages ⋮ On Simulation Cost of Unary Limited Automata ⋮ Non-Self-Embedding Grammars, Constant-Height Pushdown Automata, and Limited Automata ⋮ Undecidability of the emptiness problem for context-free picture languages
Uses Software
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