doc-src/isac/jrocnik/bakkarbeit_jrocnik.tex
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child 42379 394bae3853f5
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    38 %define isac logos
    38 %define isac logos
    39 \def\isac{${\cal I}\mkern-2mu{\cal S}\mkern-5mu{\cal AC}$}
    39 \def\isac{${\cal I}\mkern-2mu{\cal S}\mkern-5mu{\cal AC}$}
    40 \def\sisac{\footnotesize${\cal I}\mkern-2mu{\cal S}\mkern-5mu{\cal AC}$}
    40 \def\sisac{\footnotesize${\cal I}\mkern-2mu{\cal S}\mkern-5mu{\cal AC}$}
    41 
    41 
    42 \newcommand{\HRule}{\rule{\linewidth}{0.2mm}}
    42 \newcommand{\HRule}{\rule{\linewidth}{0.2mm}}
       
    43 
       
    44 %start new even page
       
    45 \usepackage{ifthen}
       
    46 \newcommand{\newevenside}{
       
    47         \ifthenelse{\isodd{\thepage}}{\newpage}{
       
    48         \newpage
       
    49         \phantom{placeholder} % doesn't appear on page
       
    50         \thispagestyle{empty} % if want no header/footer
       
    51         \newpage
       
    52         }
       
    53 }
    43 
    54 
    44 %----------// BEGIN DOCUMENT \\----------%
    55 %----------// BEGIN DOCUMENT \\----------%
    45 
    56 
    46 \begin{document}
    57 \begin{document}
    47 
    58 
    67 \thispagestyle{empty}
    78 \thispagestyle{empty}
    68 \newpage
    79 \newpage
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    80 
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    82 
    72 \thispagestyle{empty}\mbox{}\newpage
    83 %the following command was replaced by \newevenside
       
    84 %\thispagestyle{empty}\mbox{}\newpage
    73 
    85 
    74 %----------// ABSTRACT \\----------%5
    86 %----------// ABSTRACT \\----------%5
    75 
    87 
       
    88 \newevenside
    76 \begin{abstract}
    89 \begin{abstract}
    77 The Baccalaureate Thesis creates interactive course material for Signal Processing (SP) based on the experimental educational math assistant Isabelle/{\sisac} ({\em Isa}belle for Transparent {\em C}alculations in Applied Mathematics).
    90 The Baccalaureate Thesis creates interactive course material for Signal Processing (SP) based on the experimental educational math assistant Isabelle/{\sisac} ({\em Isa}belle for Transparent {\em C}alculations in Applied Mathematics).
    78 \par The content of the course material is defined together with the Signal Processing and Speech Communication Laboratory (SPSC Lab) of Graz University of Technology (TUG). The content is planned to be used in specific lectures and labs of the SPSC and thus is thoroughly concerned with underlying mathematical and physical theory.
    91 \par The content of the course material is defined together with the Signal Processing and Speech Communication Laboratory (SPSC Lab) of Graz University of Technology (TUG). The content is planned to be used in specific lectures and labs of the SPSC and thus is thoroughly concerned with underlying mathematical and physical theory.
    79 One challenge of this thesis is, that much theory required for SPSC is not yet mechanized in Computer Theorem Provers (CTP); so this thesis will provide preliminary definitions  and theorems (without proofs~!) implemented in Isabelle \emph{theories}.
    92 One challenge of this thesis is, that much theory required for SPSC is not yet mechanized in Computer Theorem Provers (CTP); so this thesis will provide preliminary definitions  and theorems (without proofs~!) implemented in Isabelle \emph{theories}.
    80 \par Another challenge is the implementation of interactive courses: this is done within the educational math assistant Isabelle/{\sisac}, which is under development at TU Graz. The present state of {\sisac{}} happens to provide the {\em first} occasion for authoring by a non-member of the {\sisac}-developer team. So this challenge involves  alpha-testing of the underlying \emph{CTP-based programming language}, because error messages are still not user-friendly and need frequent contact with {\sisac}-developers.
    93 \par Another challenge is the implementation of interactive courses: this is done within the educational math assistant Isabelle/{\sisac}, which is under development at TU Graz. The present state of {\sisac{}} happens to provide the {\em first} occasion for authoring by a non-member of the {\sisac}-developer team. So this challenge involves  alpha-testing of the underlying \emph{CTP-based programming language}, because error messages are still not user-friendly and need frequent contact with {\sisac}-developers.
    86 \end{abstract}
    99 \end{abstract}
    87 \clearpage
   100 \clearpage
    88 
   101 
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   106 
    93 %----------// T O C \\----------%7
   107 %----------// T O C \\----------%7
       
   108 
       
   109 \newevenside
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   110 
    95 \pagenumbering{Roman}
   111 \pagenumbering{Roman}
    96 %This thesis is structured into a fundamental part introducing the motivation, the basic notions concerning the thesis aswell as the {\sisac{}} project and describing the mathematic base. Further a automatically generated practical part representing the work on {\sisac{}} which can be extended.
   112 %This thesis is structured into a fundamental part introducing the motivation, the basic notions concerning the thesis aswell as the {\sisac{}} project and describing the mathematic base. Further a automatically generated practical part representing the work on {\sisac{}} which can be extended.
    97 \tableofcontents
   113 \tableofcontents
    98 \clearpage
   114 \clearpage
    99 \pagenumbering{arabic}
   115 \pagenumbering{arabic}
   100 \setcounter{page}{8}
   116 \setcounter{page}{8}
   101 
   117 
   102 %----------// PART-1 \\----------%
   118 %----------// PART-1 \\----------%
       
   119 
       
   120 \newevenside
   103 
   121 
   104 \part{Project Fundamentals}
   122 \part{Project Fundamentals}
   105 
   123 
   106 \section{Introduction}
   124 \section{Introduction}
   107 Didactics of mathematics faces a specific issue, a gap between (1) introduction of math concepts and skills and (2) application of these concepts and skills, which ususally are separated into different units in curricula (for good reasons). For instance, (1) teaching partial fraction decomposition is separated from (2) application for inverse Z-transform in signal processing.
   125 Didactics of mathematics faces a specific issue, a gap between (1) introduction of math concepts and skills and (2) application of these concepts and skills, which ususally are separated into different units in curricula (for good reasons). For instance, (1) teaching partial fraction decomposition is separated from (2) application for inverse Z-transform in signal processing.
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   449 \clearpage
   467 \clearpage
   450 
   468 
   451 %----------// PART 2 \\----------%
   469 %----------// PART 2 \\----------%
       
   470 
       
   471 \newevenside
   452 
   472 
   453 \part{Implementation}
   473 \part{Implementation}
   454 
   474 
   455 
   475 
   456 \input{./preambleForGeneratedDocuments.tex}
   476 \input{./preambleForGeneratedDocuments.tex}