ROUNDS FORMS ON SEMILOCAL RINGS

[1] BOURBAKI N, 1959, ALGEBRE, pCH9

[2] STRUCTURE OF WITT RINGS, QUOTIENTS OF ABELIAN GROUP RINGS, AND ORDERINGS OF FIELDS [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1971, 77 (02) : 205 - &

[3] ISOMETRIES OVER SEMILOCAL RINGS [J]. MATHEMATISCHE ZEITSCHRIFT, 1969, 108 (04) : 255 - &

[4] KNEBUSCH M, 1969, S B HEIDELB AKAD WIS, P93

[5] KNEBUSCH M, 1969, BEMERKUNGEN THEORIE

[6] LORENZ F, 1970, LECTURE NOTES MATH

[7] MILNOR J, 1970, PREPRINT I ADV STUDY

[8] PFISTER A, 1965, J LONDON MATH SOC, V40, P159

[9] Pfister A., 1966, INVENT MATH, V1, P116, DOI 10.1007/BF01389724

[10] Pfister A., 1965, ARCH MATH, V16, P363, DOI 10.1007/BF01220043

[1] BOURBAKI N, 1959, ALGEBRE, pCH9

[2] STRUCTURE OF WITT RINGS, QUOTIENTS OF ABELIAN GROUP RINGS, AND ORDERINGS OF FIELDS [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1971, 77 (02) : 205 - &

[3] ISOMETRIES OVER SEMILOCAL RINGS [J]. MATHEMATISCHE ZEITSCHRIFT, 1969, 108 (04) : 255 - &

[4] KNEBUSCH M, 1969, S B HEIDELB AKAD WIS, P93

[5] KNEBUSCH M, 1969, BEMERKUNGEN THEORIE

[6] LORENZ F, 1970, LECTURE NOTES MATH

[7] MILNOR J, 1970, PREPRINT I ADV STUDY

[8] PFISTER A, 1965, J LONDON MATH SOC, V40, P159

[9] Pfister A., 1966, INVENT MATH, V1, P116, DOI 10.1007/BF01389724

[10] Pfister A., 1965, ARCH MATH, V16, P363, DOI 10.1007/BF01220043