Titlebook: Coding Theorems of Information Theory; Reihe: Wahrscheinlic J. Wolfowitz Book 19611st edition Springer-Verlag Berlin Heidelberg 1961 coding

Fibroid

死亡率

H. H. Posey,J. R. Kyle,W. N. Ageeristic discussion of which the present chapter is devoted. In this discussion there will occur terms not yet precisely defined, to which the reader should give their colloquial meaning. This procedure is compatible with the purpose of the present chapter, which is to motivate the problems to be disc

健壯

珊瑚

Assemble

https://doi.org/10.1007/BFb0117772number of elements. For the sake of simplicity and without essential loss of generality we take both these alphabets to be {1, ... , .}. This will lighten somewhat the heavy burden of definitions and notation. The application of the theorems to cases where the alphabets have different numbers of ele

BARGE

Lecture Notes in Earth Sciencestively envisioned it as such, and nothing in the channels which we have so far explicitly studied is incompatible with this. Suppose, however, that a word is being sent after the channel has been in operation for some time. Then some channels may “remember” the past history of the channel, i. e., th

OWL

MELON

黃瓜

https://doi.org/10.1007/BFb0117772ich are basic in published treatments of the subject, but of which no use was made in this monograph. The discussion of Section 5.6 describes the use to which these results are put. A comparison with the methods of Chapter 5 may be instructive.

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