RATIONAL EQUIVALENCE OF ARBITRARY CYCLES

[1] ABHYANKAR S, UNPUB VALUATIONS CTR

[2] Algebraic geometry. IX. Assigned forms and algebraic systems of albegraic variousness. [J]. MATHEMATISCHE ANNALEN, 1937, 113 : 692 - 704

[3] SAUEL P, 1955, ERGEBNISSE MATH IHRE

[4] ON ALGEBRAIC GROUPS OF TRANSFORMATIONS [J]. AMERICAN JOURNAL OF MATHEMATICS, 1955, 77 (02) : 355 - 391

[5] Weil A., 1954, MATH ANN, V128, P95

[6] WEIL A, 1946, F ALGEBRAIC GEOMETRY

[7] Zariski O., 1951, MEMOIRS AM MATH SOC, V5

[8] Pencils on an algebraic variety and a new proof of a theorem of Bertini [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1941, 50 (1-3) : 48 - 70

[9] [No title captured]

[1] ABHYANKAR S, UNPUB VALUATIONS CTR

[2] Algebraic geometry. IX. Assigned forms and algebraic systems of albegraic variousness. [J]. MATHEMATISCHE ANNALEN, 1937, 113 : 692 - 704

[3] SAUEL P, 1955, ERGEBNISSE MATH IHRE

[4] ON ALGEBRAIC GROUPS OF TRANSFORMATIONS [J]. AMERICAN JOURNAL OF MATHEMATICS, 1955, 77 (02) : 355 - 391

[5] Weil A., 1954, MATH ANN, V128, P95

[6] WEIL A, 1946, F ALGEBRAIC GEOMETRY

[7] Zariski O., 1951, MEMOIRS AM MATH SOC, V5

[8] Pencils on an algebraic variety and a new proof of a theorem of Bertini [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1941, 50 (1-3) : 48 - 70

[9] [No title captured]