Difference between revisions of "Signal Representation"

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The book focuses on the mathematical description of typical signals in communications engineering, which can alternatively be in the time or frequency domain.  
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The book focuses on the mathematical description of typical signals in Communications Engineering, which can alternatively be in the time or frequency domain.  
 
*The spectral transformations which are exclusively applicable to causal signals and systems are not treated in this book <br>&nbsp; &nbsp; (for example:&nbsp; Laplace transform,&nbsp; Z-transform,&nbsp; Hilbert transform).  
 
*The spectral transformations which are exclusively applicable to causal signals and systems are not treated in this book <br>&nbsp; &nbsp; (for example:&nbsp; Laplace transform,&nbsp; Z-transform,&nbsp; Hilbert transform).  
*Here we refer to the book&nbsp;[[Lineare_zeitinvariante_Systeme|$\text{Linear and Time-Invariant Systems}$]]&nbsp;.
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*Here we refer to the book&nbsp;[[Lineare_zeitinvariante_Systeme|"Linear and Time-Invariant Systems"]]&nbsp;.
  
  
The subject matter corresponds to a&nbsp; $\text{lecture with two semester hours per week (SWS) and one additional SWS exercise}$.   
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The subject matter corresponds to a&nbsp; $\text{lecture with two semester hours per week (sh/w) and one additional&nbsp; sh/w&nbsp; exercise}$.   
  
 
Here is a table of contents based on the&nbsp; $\text{five main chapters}$&nbsp; with a total of&nbsp; $\text{19 individual chapters}$.
 
Here is a table of contents based on the&nbsp; $\text{five main chapters}$&nbsp; with a total of&nbsp; $\text{19 individual chapters}$.

Revision as of 16:53, 1 November 2021

The book focuses on the mathematical description of typical signals in Communications Engineering, which can alternatively be in the time or frequency domain.

  • The spectral transformations which are exclusively applicable to causal signals and systems are not treated in this book
        (for example:  Laplace transform,  Z-transform,  Hilbert transform).
  • Here we refer to the book "Linear and Time-Invariant Systems" .


The subject matter corresponds to a  $\text{lecture with two semester hours per week (sh/w) and one additional  sh/w  exercise}$.

Here is a table of contents based on the  $\text{five main chapters}$  with a total of  $\text{19 individual chapters}$.

Contents

In addition to these theory pages, we also offer tasks and multimedia modules on this topic, which could help to clarify the teaching material:



$\text{Further links:}$

$(1)$    $\text{Bibliography for the book}$

$(2)$    $\text{General notes about the book}$   (authors,  other participants,  materials as a starting point for the book,  list of sources)