Separative cancellation for projective modules over exchange rings

Israel Journal of Mathematics, 1998 - Springer
A separative ring is one whose finitely generated projective modules satisfy the property A⊕
A⋟ A⊕ B⋟ B⊕ B⇒ A⋟ B. This condition is shown to provide a key to a number of …

[PDF][PDF] SEPARATIVE CANCELLATION FOR PROJECTIVE MODULES OVER EXCHANGE RINGS

P ARA, KR GOODEARL, KC O'MEARA, E PARDO - core.ac.uk
A separative ring is one whose finitely generated projective modules satisfy the property A
EB A A EB B B EB B==} A B. This condition is shown to provide a key to a number of …

[PDF][PDF] SEPARATIVE CANCELLATION FOR PROJECTIVE MODULES OVER EXCHANGE RINGS

P ARA - ISRAEL JOURNAL OF MATHEMATICS, 1998 - researchgate.net
ABSTRACT A separative ring is one whose finitely generated projective modules satisfy the
property A 9 A~-A| B-~ B| B==~ A-~ B. This condition is shown to provide a key to a number …

[PDF][PDF] Separative cancellation for projective modules over exchange rings

P Ara, KR Goodearl, KC O'Meara, E Pardo - 1996 - ir.canterbury.ac.nz
A separative ring is one whose finitely generated projective modules satisfy the property A⊕
A≅ A⊕ B≅ B⊕ B⟹ A≅ B. This condition is shown to provide a key to a number of …

[PDF][PDF] SEPARATIVE CANCELLATION FOR PROJECTIVE MODULES OVER EXCHANGE RINGS

P ARA - ISRAEL JOURNAL OF MATHEMATICS, 1998 - academia.edu
ABSTRACT A separative ring is one whose finitely generated projective modules satisfy the
property A 9 A~-A| B-~ B| B==~ A-~ B. This condition is shown to provide a key to a number …

Separative cancellation for projective modules over exchange rings

P Ara, KR Goodearl, KC O'Meara… - Israel Journal of …, 1998 - portalrecerca.uab.cat
A separative ring is one whose finitely generated projective modules satisfy the property A⊕
A≅ A⊕ B≅ B⊕ B⇒ A≅ B. This condition is shown to provide a key to a number of …

[PDF][PDF] SEPARATIVE CANCELLATION FOR PROJECTIVE MODULES OVER EXCHANGE RINGS

P ARA, KR GOODEARL, KC O'MEARA, E PARDO - ir.canterbury.ac.nz
A separative ring is one whose finitely generated projective modules satisfy the property A
EB A A EB B B EB B==} A B. This condition is shown to provide a key to a number of …

[引用][C] Separative cancellation for projective modules over exchange rings

P Ara, KR Goodearl, KC O'Meara, E Pardo - Israel Journal of Mathematics, 1998 - Springer

[引用][C] SEPARATIVE CANCELLATION FOR PROJECTIVE MODULES OVER EXCHANGE RINGS

P ARA - ISRAEL JOURNAL OF MATHEMATICS, 1998 - Springer