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- [[File:P_ID2250__Inf_A_1_5.png|right|frame|Binary Markov diagram]] ...roximations $H_k$ for $k$–tuples and only then the source entropy can be determined with the boundary transition $k \to \infty$10 KB (1,430 words) - 14:03, 10 August 2021
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- #REDIRECT [[Aufgaben:Exercise 1.5: Binary Markov Source]]57 bytes (6 words) - 17:51, 25 May 2021
- [[File:EN_Inf_A_1_6.png|right|frame|Markov sources with <br>$M = 3$ and $M = 4$]] The graph shows two ergodic Markov sources $($German: "Markovquellen" ⇒ "$\rm7 KB (1,047 words) - 14:05, 10 August 2021
- [[File:Inf_Z_1_5_vers2.png|right|frame|Binary symmetrical Markov diagram]] ..._1.5:_Binary_Markov_Source|Exercise 1.5]] dealt with a binary Markov source in which the transition probabilities from $\rm A$ to $\r6 KB (914 words) - 14:04, 10 August 2021
- [[File:P_ID2250__Inf_A_1_5.png|right|frame|Binary Markov diagram]] ...roximations $H_k$ for $k$–tuples and only then the source entropy can be determined with the boundary transition $k \to \infty$10 KB (1,430 words) - 14:03, 10 August 2021
- [[File:Inf_Z_1_6_vers2.png|right|frame|Ternary Markov source]] The diagram on the right shows a Markov source with $M = 3$ states $\rm A$, $\rm B$ and 8 KB (1,280 words) - 14:05, 10 August 2021
- ...sp; An exemplary symbol sequence is shown again in the following figure as source $\rm Q1$ . [[File:EN_Inf_T_1_2_S1a.png|right|frame|Quaternary source without/with memory]]36 KB (5,690 words) - 17:19, 14 February 2023
- ...r symbols with symbol set size $M_c$. In order to convert each source symbol sequence $\langle q_\nu \rangle$ into another encoder sy ...that the bandwidth requirement is a quarter less than for redundancy-free binary transmission.14 KB (2,235 words) - 17:19, 24 August 2022
