On the coherence and weak dimension of the rings 𝑅⟨ 𝑥⟩ and 𝑅 (𝑥)
S Glaz - Proceedings of the American Mathematical Society, 1989 - ams.org
Let $ R $ be a commutative ring. We first derive necessary and sufficient conditions for the
rings $ R\left\langle x\right\rangle $ and $ R (x) $ to be coherent. Next, for stably coherent …
rings $ R\left\langle x\right\rangle $ and $ R (x) $ to be coherent. Next, for stably coherent …
[PDF][PDF] ON THE COHERENCE AND WEAK DIMENSION OF THE RINGS R (x) AND R (x)
S GLAZ - american mathematical society, 1989 - math.uconn.edu
Let R be a commutative ring. We first derive necessary and sufficient conditions for the rings
R {x) and R {x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …
R {x) and R {x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …
On the Coherence and Weak Dimension of the Rings and
S Glaz - Proceedings of the American Mathematical Society, 1989 - JSTOR
Let R be a commutative ring. We first derive necessary and sufficient conditions for the rings
R⟨x⟩ and R(x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …
R⟨x⟩ and R(x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …
[PDF][PDF] ON THE COHERENCE AND WEAK DIMENSION OF THE RINGS R (x) AND R (x)
S GLAZ - american mathematical society, 1989 - scholar.archive.org
Let R be a commutative ring. We first derive necessary and sufficient conditions for the rings
R {x) and R {x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …
R {x) and R {x) to be coherent. Next, for stably coherent rings of finite weak dimension exact …