DUALITY, HAAR PROGRAMS, AND FINITE SEQUENCE SPACES

[1] Arrow K. J., 1958, AM MATH MON, V67, P195

[2] Bohnenblust H.F., 1950, CONTRIBUTIONS THEORY

[3] BRATTON D, 1955, 427 YAL U COWL COM D

[4] THE STRONG MINKOWSKI FARKAS-WEYL THEOREM FOR VECTOR SPACES OVER ORDERED FIELDS [J]. PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA, 1958, 44 (09) : 914 - 916

[5] CHARNES A, 1961, MANAGEMENT MODELS IN

[6] DENNIS JB, 1959, MATHEMATICAL PROGRAM

[7] DORN WS, 1960, Q APPL MATH, P155

[8] EISENBERG E, 1961, P AM MATH SOC, V12, P783

[9] Fenchel W., 1956, CONVEX CONES SETS FU

[10] FRIEDRICHS K, 1929, MATH ZIET, P13

[1] Arrow K. J., 1958, AM MATH MON, V67, P195

[2] Bohnenblust H.F., 1950, CONTRIBUTIONS THEORY

[3] BRATTON D, 1955, 427 YAL U COWL COM D

[4] THE STRONG MINKOWSKI FARKAS-WEYL THEOREM FOR VECTOR SPACES OVER ORDERED FIELDS [J]. PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA, 1958, 44 (09) : 914 - 916

[5] CHARNES A, 1961, MANAGEMENT MODELS IN

[6] DENNIS JB, 1959, MATHEMATICAL PROGRAM

[7] DORN WS, 1960, Q APPL MATH, P155

[8] EISENBERG E, 1961, P AM MATH SOC, V12, P783

[9] Fenchel W., 1956, CONVEX CONES SETS FU

[10] FRIEDRICHS K, 1929, MATH ZIET, P13