Difference between revisions of "Signal Representation"

From LNTwww
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===Brief summary===
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{{BlaueBox|TEXT=
 
The book focuses on the mathematical description of typical signals in Communications Engineering,  which can alternatively be in the time or frequency domain.  
 
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$)$.
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Here first a&nbsp; &raquo;'''content overview'''&laquo;&nbsp; on the basis of the&nbsp; &raquo;'''five main chapters'''&laquo;&nbsp; with a total of&nbsp; &raquo;'''19 individual chapters&laquo;''':
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Here first a&nbsp; &raquo;'''content overview'''&laquo;&nbsp; on the basis of the&nbsp; &raquo;'''five main chapters'''&laquo;&nbsp; with a total of&nbsp; &raquo;'''19 individual chapters&laquo;''':}}
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===Contents===
 
===Contents===
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{{Collapsible-Fuß}}
 
{{Collapsible-Fuß}}
  
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===Exercises and multimedia modules===
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{{BlaueBox|TEXT=
 
In addition to these theory pages,&nbsp; we also offer exercises and multimedia modules on this topic,&nbsp; which could help to clarify the teaching material:
 
In addition to these theory pages,&nbsp; we also offer exercises and multimedia modules on this topic,&nbsp; which could help to clarify the teaching material:
*[https://en.lntwww.de/Category:Signal_Representation:_Exercises  $\text{Exercises}$]
 
  
*[[LNTwww:Learning_Videos_Related_to_Signal_Representation|$\text{Learning videos}$]]
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$(1)$&nbsp; &nbsp; [https://en.lntwww.de/Category:Signal_Representation:_Exercises  $\text{Exercises}$]
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$(2)$&nbsp; &nbsp; [[LNTwww:Learning_Videos_Related_to_Signal_Representation|$\text{Learning videos}$]]
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$(3)$&nbsp; &nbsp; [[LNTwww:Applets_Related_to_Signal_Representation|$\text{Applets}$]]&nbsp;}}
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===Further links===
  
*[[LNTwww:Applets_Related_to_Signal_Representation|$\text{Applets}$]]&nbsp;
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<br><br>
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$(4)$&nbsp; &nbsp; [[LNTwww:Bibliography_to_Signal_Representation|$\text{Bibliography for the book}$]]
$\text{Further links:}$
 
<br><br>
 
$(1)$&nbsp; &nbsp; [[LNTwww:Bibliography_to_Signal_Representation|$\text{Bibliography for the book}$]]
 
  
$(2)$&nbsp; &nbsp; [[LNTwww:General_notes_about_Signal_Representation|$\text{General notes about the book}$]] &nbsp; $($authors,&nbsp; other participants,&nbsp; materials as a starting point for the book,&nbsp; references$)$
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$(5)$&nbsp; &nbsp; [[LNTwww:General_notes_about_Signal_Representation|$\text{General notes about the book}$]] &nbsp; $($authors,&nbsp; other participants,&nbsp; materials as a starting point for the book,&nbsp; references$)$}}
 
<br><br>
 
<br><br>
  

Revision as of 18:32, 4 February 2023

Brief summary

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 first a  »content overview«  on the basis of the  »five main chapters«  with a total of  »19 individual chapters«:


Contents

Exercises and multimedia modules

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

$(1)$    $\text{Exercises}$

$(2)$    $\text{Learning videos}$

$(3)$    $\text{Applets}$ 


Further links

$(4)$    $\text{Bibliography for the book}$

$(5)$    $\text{General notes about the book}$   $($authors,  other participants,  materials as a starting point for the book,  references$)$