EQUIVARIANT RO(G)-GRADED BORDISM THEORIES

[1] HAUSCHILD H, UNPUB J MATH

[2] NOTE ON RO(G) GRADED G BORDISM THEORY [J]. QUARTERLY JOURNAL OF MATHEMATICS, 1975, 26 (104) : 411 - 419

[3] LEWIS G, UNPUB ORDINARY EQUIV

[4] LEWIS G, 1981, EQUIVARIANT STABLE H

[5] MCCLURE J, 1981, LOCALIZATION SPLITTI

[6] PULIKOWSKI W, 1973, B ACADEMIE POL SC 21, V11, P991

[7] FIXED-POINT CONSTRUCTION IN EQUIVARIANT BORDISM [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1978, 246 (DEC) : 473 - 481

[8] STONG RE, 1970, MEM AM MATH SOC

[9] torn Dieck T., 1970, TOPOLOGY, V9, P345

[10] WANER S, 1980, AMS T, V258, P369

[1] HAUSCHILD H, UNPUB J MATH

[2] NOTE ON RO(G) GRADED G BORDISM THEORY [J]. QUARTERLY JOURNAL OF MATHEMATICS, 1975, 26 (104) : 411 - 419

[3] LEWIS G, UNPUB ORDINARY EQUIV

[4] LEWIS G, 1981, EQUIVARIANT STABLE H

[5] MCCLURE J, 1981, LOCALIZATION SPLITTI

[6] PULIKOWSKI W, 1973, B ACADEMIE POL SC 21, V11, P991

[7] FIXED-POINT CONSTRUCTION IN EQUIVARIANT BORDISM [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1978, 246 (DEC) : 473 - 481

[8] STONG RE, 1970, MEM AM MATH SOC

[9] torn Dieck T., 1970, TOPOLOGY, V9, P345

[10] WANER S, 1980, AMS T, V258, P369