ON CAPACITY OF A DISCRETE CONSTANT CHANNEL

[1] BERGE C, 1962, PROGRAMMES JEUX RESE

[2] BERNHOLTZ B, 1966, PRIVATE COMMUNICATIO

[3] DINKELBACH W, 1962, Z WAHRSCHEINLICHKEIT, V1, P141

[4] EISENBERG E, 1963, M35 U CAL EL RES LAB

[5] FEINSTEIN A, 1958, FOUNDATIONS INFORMAT

[6] Mangasarian O.L., 1965, J SOC IND APPL MAT A, V3, P281

[7] MINTY GJ, 1963, T IEEE, VIT 9, P123

[8] ON THE CAPACITY OF A DISCRETE CHANNEL .1. MATHEMATICAL EXPRESSION OF CAPACITY OF A CHANNEL WHICH IS DISTURBED BY NOISE IN ITS EVERY ONE SYMBOL AND EXPRESSIBLE IN ONE STATE DIAGRAM [J]. JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN, 1953, 8 (04) : 484 - 494

[9] REZA FM, 1961, INTRODUCTION INFORMA

[10] VAJDA S, 1961, MATHEMATICAL PROGRAM

[1] BERGE C, 1962, PROGRAMMES JEUX RESE

[2] BERNHOLTZ B, 1966, PRIVATE COMMUNICATIO

[3] DINKELBACH W, 1962, Z WAHRSCHEINLICHKEIT, V1, P141

[4] EISENBERG E, 1963, M35 U CAL EL RES LAB

[5] FEINSTEIN A, 1958, FOUNDATIONS INFORMAT

[6] Mangasarian O.L., 1965, J SOC IND APPL MAT A, V3, P281

[7] MINTY GJ, 1963, T IEEE, VIT 9, P123

[8] ON THE CAPACITY OF A DISCRETE CHANNEL .1. MATHEMATICAL EXPRESSION OF CAPACITY OF A CHANNEL WHICH IS DISTURBED BY NOISE IN ITS EVERY ONE SYMBOL AND EXPRESSIBLE IN ONE STATE DIAGRAM [J]. JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN, 1953, 8 (04) : 484 - 494

[9] REZA FM, 1961, INTRODUCTION INFORMA

[10] VAJDA S, 1961, MATHEMATICAL PROGRAM