ON THE IDEALS OF A NOETHERIAN RING

[1] ARCHER J, 1980, THESIS LEEDS U

[2] THE STRUCTURE OF MODULES OVER POLYCYCLIC GROUPS [J]. MATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY, 1981, 89 (MAR) : 257 - 283

[3] BROWN KA, UNPUB LOCALISATION C

[4] Dixmier J., 1977, ALGEBRAS

[5] JATEGAONKAR AV, 1979, P DURHAM C

[6] JATEGAONKAR AV, UNPUB LONDON MATH SO

[7] Passman DS, 1977, ALGEBRAIC STRUCTURE

[8] IDEALIZERS AND HEREDITARY NOETHERIAN PRIME RINGS [J]. JOURNAL OF ALGEBRA, 1972, 22 (01) : 45 - &

[9] ROSEBLADE JE, 1979, B LOND MATH SOC, V11, P184

[10] SMITH SP, 1981, J LOND MATH SOC, V24, P97

[1] ARCHER J, 1980, THESIS LEEDS U

[2] THE STRUCTURE OF MODULES OVER POLYCYCLIC GROUPS [J]. MATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY, 1981, 89 (MAR) : 257 - 283

[3] BROWN KA, UNPUB LOCALISATION C

[4] Dixmier J., 1977, ALGEBRAS

[5] JATEGAONKAR AV, 1979, P DURHAM C

[6] JATEGAONKAR AV, UNPUB LONDON MATH SO

[7] Passman DS, 1977, ALGEBRAIC STRUCTURE

[8] IDEALIZERS AND HEREDITARY NOETHERIAN PRIME RINGS [J]. JOURNAL OF ALGEBRA, 1972, 22 (01) : 45 - &

[9] ROSEBLADE JE, 1979, B LOND MATH SOC, V11, P184

[10] SMITH SP, 1981, J LOND MATH SOC, V24, P97