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• Exercise 4.8: Different Error Probabilities
  [[File:P_ID1703__Mod_A_4_7.png|right|frame|AWGN error probability curves of <br>ASK, BPSK and DPSK]] Here,&nbsp; the bit error probabilities &nbsp;$p_{\rm B}$&nbsp; of the digital modulation methods ASK and BPSK are
  7 KB (1,022 words) - 16:42, 15 April 2022

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• Aufgabe 4.8: Fehlerwahrscheinlichkeiten
  #REDIRECT [[Aufgaben:Exercise 4.8: Different Error Probabilities]]
  66 bytes (6 words) - 15:58, 16 March 2022
• Exercise 4.16: Comparison between Binary PSK and Binary FSK
  [[File:EN_Mod_A_4_15_neu.png|right|frame|Bit error probability curves: <br>Binary PSK and binary FSK]] The graph shows the bit error probability for binary&nbsp;[[Modulation_Methods/Nonlinear_Digital_Modulati
  6 KB (842 words) - 11:52, 12 April 2022
• Exercise 4.08Z: Error Probability with Three Symbols
  ...bsp; [[Aufgaben:Exercise_4.08:_Decision_Regions_at_Three_Symbols|"Exercise 4.8"]]: * equal probability symbol probabilities,
  7 KB (974 words) - 18:16, 28 July 2022
• Modulation Methods/Linear Digital Modulation
  ...lity_for_Baseband_Transmission#Definition_of_the_bit_error_rate|$\text{bit error rate}$]]&nbsp; $($ $\rm BER)$,&nbsp; which refers to the digital signals &n ...are dealt with, for example, in [[Aufgaben:Exercise_4.9:_Costas_Rule_Loop|"Exercise 4.9"]] to this chapter.
  26 KB (4,146 words) - 15:47, 13 January 2023
• Digital Signal Transmission/Approximation of the Error Probability
  ...regions for equal&nbsp; (left)&nbsp; and unequal (right)&nbsp; occurrence probabilities|class=fit]] ...ransmission#Definition_of_the_bit_error_probability|"Definition of the bit error probability"]].&nbsp; <br>
  37 KB (5,706 words) - 12:04, 17 November 2022
• Channel Coding/The Basics of Turbo Codes
  $\text{Example 1:}$&nbsp; The graph shows the different sequences in matched colors. To note: ...d according to&nbsp; [[Aufgaben:Exercise_4.08Z:_Basics_about_Interleaving|"Exercise 4.8Z"]].<br><br>
  30 KB (4,517 words) - 16:58, 23 January 2023
• Information Theory/AWGN Channel Capacity for Discrete-Valued Input
  ...$($at least$)$&nbsp; one code of rate&nbsp; $R$&nbsp; that leads to symbol error probability&nbsp; $p_{\rm S} = \text{Pr}(V ≠ U) \equiv 0$&nbsp; if the fo [[File:EN_Inf_T_4_3_S4.png|right|frame|The AWGN channel capacitance in two different representations.<br>&nbsp; &nbsp; &nbsp;The pseudo&ndash;unit&nbsp; "bit/sy
  37 KB (5,856 words) - 16:28, 28 February 2023