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Simulation of Finite Transducers
Micenková, Barbora ; Kolář, Dušan (referee) ; Lukáš, Roman (advisor)
A quick translation between binary code and assembler for the purpose of simulation can be done by a special abstract model - a two-way coupled finite automaton. Its inner representation brings us to the question of finite transducers. As we know that simulation of deterministic transducers is more efficient, we have to concern ourselves with that process. Unfortunately, the existing algorithms are applicable just for transducers translating finite languages while we expect generally infinite language on input. Therefore it is important to find a way how to quickly detect the determinizability of the input transducer. In this bachelor's thesis, so far published works on the determinizability of finite transducers are brought together and a new algorithm of determinization of transducers translating generally infinite languages is presented. Undeterminizable transducers on input are detected.
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Multi-Dimensional Languages and Their Automata
Dibďák, Lukáš ; Martiško, Jakub (referee) ; Meduna, Alexandr (advisor)
The Bachelor's Thesis introduces the theory of formal languages and finite automata. It describes generalisation of one-dimensional theory into two dimensions. It introduces basic types of two-dimensional automata, especially on-line tessellation automata. This paper offers algorithms for the process of determinization of on-line tessellation automata. One of the algorithms is used in enclosed application.
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Multi-Dimensional Languages and Their Automata
Dibďák, Lukáš ; Martiško, Jakub (referee) ; Meduna, Alexandr (advisor)
The Bachelor's Thesis introduces the theory of formal languages and finite automata. It describes generalisation of one-dimensional theory into two dimensions. It introduces basic types of two-dimensional automata, especially on-line tessellation automata. This paper offers algorithms for the process of determinization of on-line tessellation automata. One of the algorithms is used in enclosed application.
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Simulation of Finite Transducers
Micenková, Barbora ; Kolář, Dušan (referee) ; Lukáš, Roman (advisor)
A quick translation between binary code and assembler for the purpose of simulation can be done by a special abstract model - a two-way coupled finite automaton. Its inner representation brings us to the question of finite transducers. As we know that simulation of deterministic transducers is more efficient, we have to concern ourselves with that process. Unfortunately, the existing algorithms are applicable just for transducers translating finite languages while we expect generally infinite language on input. Therefore it is important to find a way how to quickly detect the determinizability of the input transducer. In this bachelor's thesis, so far published works on the determinizability of finite transducers are brought together and a new algorithm of determinization of transducers translating generally infinite languages is presented. Undeterminizable transducers on input are detected.
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