Theorem. For each ideal $I$ of an LA-semigroup $S$, there exists a minimal prime ideal of $I$ in $S$.
can any one show the above result for me. I, will be very thankfull.
Theorem. For each ideal $I$ of an LA-semigroup $S$, there exists a minimal prime ideal of $I$ in $S$.
can any one show the above result for me. I, will be very thankfull.
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