ON NUMBER OF VERTICES OF CONVEX POLYTOPE

[1] BRUCKNER M, 1909, VERH NEDERL AKAD W, V10, P1

[2] Carathe<prime>odory C., 1911, REND CIRC MAT PALERM, V32, P193, DOI [10.1007/BF03014795, DOI 10.1007/BF03014795]

[3] CHANDLER D, 1953, MICH MATH J, V2, P23

[4] DANTZIG GB, 1962, 10 UNSOLVED PROBLEMS

[5] EGGLESTON HG, TO APPEAR

[6] EULER L, 1952, NOVI COMMENT ACAD SC, V4, P1

[7] FIELDHOUSE M, 1961, THESIS CAMBRIDGE U

[8] FIELDHOUSE M, 1962, OPER RES, V10, P740

[9] ON NUMBER OF FACES OF CONVEX POLYTOPE [J]. CANADIAN JOURNAL OF MATHEMATICS, 1964, 16 (01): : 12 - &

[10] GALE D, 1958, NEIGHBORING VERTICES, P255

[1] BRUCKNER M, 1909, VERH NEDERL AKAD W, V10, P1

[2] Carathe<prime>odory C., 1911, REND CIRC MAT PALERM, V32, P193, DOI [10.1007/BF03014795, DOI 10.1007/BF03014795]

[3] CHANDLER D, 1953, MICH MATH J, V2, P23

[4] DANTZIG GB, 1962, 10 UNSOLVED PROBLEMS

[5] EGGLESTON HG, TO APPEAR

[6] EULER L, 1952, NOVI COMMENT ACAD SC, V4, P1

[7] FIELDHOUSE M, 1961, THESIS CAMBRIDGE U

[8] FIELDHOUSE M, 1962, OPER RES, V10, P740

[9] ON NUMBER OF FACES OF CONVEX POLYTOPE [J]. CANADIAN JOURNAL OF MATHEMATICS, 1964, 16 (01): : 12 - &

[10] GALE D, 1958, NEIGHBORING VERTICES, P255