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INTEGRALLY REGULATED SOLAR ARRAY DEMONSTRATION …
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![INTEGRALLY CLOSED SUBRINGS OF AN INTEGRAL DOMAIN · Hence if R is an integrally closed domain, then R + A[{XA}] is integrally closed if and only if A = \/A. In the remainder of this](https://img.pdfslide.us/doc/110x75/5cfc3e2388c993fe058b83e7/integrally-closed-subrings-of-an-integral-hence-if-r-is-an-integrally-closed.jpg)
