Defines canonical symbol space F0 and maximal multiplicative subalgebra FM as complete locally convex *-algebras for diagonalizable operators on translation-invariant RKHS, then transports the structure to operators and kernels.
Differential and Multiplication Operators in the Segal–Bargmann Space
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Commutative topological algebras on translation-invariant reproducing kernel Hilbert spaces
Defines canonical symbol space F0 and maximal multiplicative subalgebra FM as complete locally convex *-algebras for diagonalizable operators on translation-invariant RKHS, then transports the structure to operators and kernels.