Difference between revisions of "An e-learning project for Communications Engineering - LNTwww"

From LNTwww
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* [https://en.lntwww.de/LNTwww:About_LNTwww#.28C.29_Design_and_structure_of_LNTwww Design and structure of LNTwww].  
 
* [https://en.lntwww.de/LNTwww:About_LNTwww#.28C.29_Design_and_structure_of_LNTwww Design and structure of LNTwww].  
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{{GraueBox|TEXT=   
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$(2)$  After selecting the  [https://en.lntwww.de/Information_Theory »Information Theory course«],   its  »start page« appears with links to four main chapters and to exercises, multimedia elements and literature.
 
$(2)$  After selecting the  [https://en.lntwww.de/Information_Theory »Information Theory course«],   its  »start page« appears with links to four main chapters and to exercises, multimedia elements and literature.
  
$(3)$  We now select the first main chapter  »Entropy of Discrete Sources«  and of this in turn the first subchapter  [https://en.lntwww.de/Information_Theory/Discrete_Memoryless_Sources »Discrete Memoryless Sources«]  with eight sections on Information Theory.
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$(3)$  We now select the first main chapter  »Entropy of Discrete Sources«  and of this in turn the first subchapter  [https://en.lntwww.de/Information_Theory/Discrete_Memoryless_Sources »Discrete Memoryless Sources«]  with eight sections.
  
 
4. As in conventional mathematical-technical textbooks, the facts are illustrated by texts, models, diagrams, equations and derivations. However, multimedia elements are also used.
 
4. As in conventional mathematical-technical textbooks, the facts are illustrated by texts, models, diagrams, equations and derivations. However, multimedia elements are also used.

Revision as of 18:24, 31 December 2023

The e-learning project  »LNTwww«  is offered by the  »TUM Institute for Communications Engineering«.  Die Grafik zeigt die Startseite unserer Plattform:

Periodic signal  $x_{\rm P}(t)$  and  $x_{\rm P}\hspace{0.01cm}'(t)$  and its line spectra

We describe the e-learning project »LNTwww« for Communications Engineering with nine didactic multimedia textbooks including exercises with solutions, learning videos, and interactive applets. It is offered by the TUM Institute for Communications Engineering« and freely accessible. Registration is not necessary and no system requirements are needed.

The German-language version »www.LNTwww.de« was created by members of our Institute between 2001–2021. In spring 2020 we started the English translation, in spring 2023 we finished.



Hier die einzige Grafik entsprechend diesem Link Home und einigen Markierungen. Bildunterschrift: Home page of the English version with link markers (Home) https://en.lntwww.de/Home (A) https://en.lntwww.de/LNTwww:About_LNTwww (B) https://en.lntwww.de/Book_Overview (C) https://en.lntwww.de/LNTwww:Information (D) https://en.lntwww.de/Exercises:Exercise_Overview (E) https://en.lntwww.de/LNTwww:Videos (F) https://en.lntwww.de/LNTwww:Applets (G) https://en.lntwww.de/LNTwww:Glossary (H) https://en.lntwww.de/LNTwww:LNTwww_Impressum (I) https://www.lntwww.de/Startseite
All important features of this project are summarized in the file »About LNTwww«, among others:


$\text{Example 1:}$  To illustrate these texts, here is an example of how to use our learning tutorial:

$(1)$  After pressing the  »Book Collection«  button, a selection screen appears with the nine textbooks as well as the book »Biographies and Bibliographies«.

$(2)$  After selecting the  »Information Theory course«,  its  »start page« appears with links to four main chapters and to exercises, multimedia elements and literature.

$(3)$  We now select the first main chapter  »Entropy of Discrete Sources«  and of this in turn the first subchapter  »Discrete Memoryless Sources«  with eight sections.

4. As in conventional mathematical-technical textbooks, the facts are illustrated by texts, models, diagrams, equations and derivations. However, multimedia elements are also used. 5. The last two sections of each subchapter are exercises and references to the topic covered.

Periodic signal  $x_{\rm P}(t)$  and  $x_{\rm P}\hspace{0.01cm}'(t)$  and its line spectra
Periodic signal  $x_{\rm P}(t)$  and  $x_{\rm P}\hspace{0.01cm}'(t)$  and its line spectra