### Information theory

[1] : “The entropy of functions of finite-state Markov chains,” pp. 13–20 in Information theory, statistical decision functions, random processes (Liblice, Czech Republic, 28 November–30 November 1956), vol. 1. Edited by J. Kožešnik. Czechoslovak Academy of Sciences (Prague), 1957. MR 0100297 Zbl 0085.12401 incollection

[2] : “Proof of Shannon’s transmission theorem for finite-state indecomposable channels,” Ann. Math. Stat. 29 : 4 (1958), pp. 1209–1220. MR 0118570 Zbl 0096.10901 article

[3] : “Infinite codes for memoryless channels,” Ann. Math. Stat. 30 : 4 (1959), pp. 1242–1244. MR 0127448 Zbl 0104.11701 article

[4] : “The capacity of a class of channels,” Ann. Math. Stat. 30 : 4 (1959), pp. 1229–1241. MR 0127449 Zbl 0104.11604 article

[5] : “The capacities of certain channel classes under random coding,” Ann. Math. Stat. 31 : 3 (1960), pp. 558–567. MR 0127450 Zbl 0119.13805 article

[6] : “Exponential error bounds for finite state channels,” pp. 57–63 in Proceedings of the fourth Berkeley symposium on mathematical statistics and probability (Berkeley, CA, 20 June–30 July 1960), vol. I. Edited by J. Neyman. University of California Press (Berkeley and Los Angeles), 1961. MR 0135199 Zbl 0104.11603 incollection

[7] : “Information theory,” pp. 182–193 in Modern mathematics for the engineer. Edited by E. F. Beckenbach. McGraw-Hill (New York), 1961. MR 0129161 incollection