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New Versions of Jumping Automata
Ošmera, Lubomír ; Kocman, Radim (referee) ; Meduna, Alexandr (advisor)
The main goal of this thesis is introduction and investigation of extended version of jumping automata. These versions are specified by strictly size and direction of jump. This thesis examine their power and perform comparison with other automata types. Also there are shown equivalent grammar models. Main motivation for this thesis are research and effort to improve some features of general jumping finite automata. This work consider using this automata types for specific language families and syntactic analysis process.
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Jumping Language Models
Ošmera, Lubomír ; Kocman, Radim (referee) ; Meduna, Alexandr (advisor)
The main goal of this master thesis is introduction and investigation of extended version of jumping automata and grammars. New versions are primarily focused on bioinformatic applications - DNA computing. This thesis examine their power and other properties of new models and makes comparison with existing computer science models. Then thesis demontrates practical applications, specifically amino acid and protein detections inside DNA sequence and makes comparision with existing tools in DNA computing for example Mark´s probabilistic models.
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Jumping Language Models
Ošmera, Lubomír ; Kocman, Radim (referee) ; Meduna, Alexandr (advisor)
The main goal of this master thesis is introduction and investigation of extended version of jumping automata and grammars. New versions are primarily focused on bioinformatic applications - DNA computing. This thesis examine their power and other properties of new models and makes comparison with existing computer science models. Then thesis demontrates practical applications, specifically amino acid and protein detections inside DNA sequence and makes comparision with existing tools in DNA computing for example Mark´s probabilistic models.
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New Versions of Jumping Automata
Ošmera, Lubomír ; Kocman, Radim (referee) ; Meduna, Alexandr (advisor)
The main goal of this thesis is introduction and investigation of extended version of jumping automata. These versions are specified by strictly size and direction of jump. This thesis examine their power and perform comparison with other automata types. Also there are shown equivalent grammar models. Main motivation for this thesis are research and effort to improve some features of general jumping finite automata. This work consider using this automata types for specific language families and syntactic analysis process.
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