Stable isomorphism of hereditary 𝐶*-subalgebras and stable equivalence of open projections
S Zhang - Proceedings of the American Mathematical Society, 1989 - ams.org
We relate the stable isomorphism of two hereditary ${C^*} $-subalgebras to the stable
equivalence of the corresponding open projections. We prove that if $ A $ is completely …
equivalence of the corresponding open projections. We prove that if $ A $ is completely …
Stable Isomorphism of Hereditary -Subalgebras and Stable Equivalence of Open Projections
S Zhang - Proceedings of the American Mathematical Society, 1989 - JSTOR
We relate the stable isomorphism of two hereditary C^∗-subalgebras to the stable
equivalence of the corresponding open projections. We prove that if A is completely σ-unital …
equivalence of the corresponding open projections. We prove that if A is completely σ-unital …
[PDF][PDF] STABLE ISOMORPHISM OF HEREDITARY C'-SUBALGEBRAS AND STABLE EQUrVALENCE OF OPEN PROJECTIONS
S ZHANG - american mathematical society, 1989 - scholar.archive.org
We relate the stable isomorphism of two hereditary C*-subalgebras to the stable
equivalence of the corresponding open projections. We prove that if A is completely tr-unital …
equivalence of the corresponding open projections. We prove that if A is completely tr-unital …
[PDF][PDF] STABLE ISOMORPHISM OF HEREDITARY C'-SUBALGEBRAS AND STABLE EQUrVALENCE OF OPEN PROJECTIONS
S ZHANG - american mathematical society, 1989 - community.ams.org
We relate the stable isomorphism of two hereditary C*-subalgebras to the stable
equivalence of the corresponding open projections. We prove that if A is completely tr-unital …
equivalence of the corresponding open projections. We prove that if A is completely tr-unital …