Abstract
We consider a complete locally $m$-convex $^*$-algebra with continuous involution, which is also a ``perfect'' projective limit, and describe its multiplier algebra, {under a weaker topology}, making it a locally $C^*$-algebra. The same is applied in the case of certain locally convex $H^*$-algebras.
Citation
Marina Haralampidou. Lourdes Palacios. Carlos J. Signoret Poillon. "Multipliers in locally convex *-algebras." Rocky Mountain J. Math. 43 (6) 1931 - 1940, 2013. https://doi.org/10.1216/RMJ-2013-43-6-1931
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