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National Repository of Grey Literature 3 records found  Search took 0.01 seconds. 
Analyzer of Algebraic Expressions
 Šudoma, Petr ; Knap, Tomáš (advisor) ; Klímek, Jakub (referee)
The aim of this bachelor's degree project is to analyze problems of computer simplifications of algebraic expressions and to create a program capable of performing such simplifications not involving human supervision. The first part provides a detailed analysis of expressions and their simplifications as well and objectives of such simplifications. It suggests and describes a formal language of expressions and presents a description of this formal language semantics. The second part of the project provides specific computer representation implementation of the language and a program capable of simplifying algebraic expressions. It contains a description of classes and algorithms used, examination of possibilities and explanation of suggested solutions.
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Important Themas in Artificial Intelligence
 Šudoma, Petr ; Jirků, Petr (advisor) ; Peliš, Michal (referee)
The paper studies description logics as a method of field of artificial intelligence, describes history of knowledge representation as series of events leading to founding of description logics. Furthermore the paper compares description logics with their predecessor, the frame systems. Syntax, semantics and description logics naming convention is also presented and algorithms solving common knowledge representation tasks with usage of description logics are described. Paper compares computational complexity of subsumption of several description logics. Usefullness and further possibilities of description logic systems are shown. Powered by TCPDF (www.tcpdf.org)
Detailed record
Analyzer of Algebraic Expressions
 Šudoma, Petr ; Knap, Tomáš (advisor) ; Klímek, Jakub (referee)
The aim of this bachelor's degree project is to analyze problems of computer simplifications of algebraic expressions and to create a program capable of performing such simplifications not involving human supervision. The first part provides a detailed analysis of expressions and their simplifications as well and objectives of such simplifications. It suggests and describes a formal language of expressions and presents a description of this formal language semantics. The second part of the project provides specific computer representation implementation of the language and a program capable of simplifying algebraic expressions. It contains a description of classes and algorithms used, examination of possibilities and explanation of suggested solutions.
Detailed record

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