Eigenvalues of K-invariant Toeplitz Operators on Bounded Symmetric Domains
2021
We determine the eigenvalues of certain “fundamental” K-invariant Toeplitz type operators on weighted Bergman spaces over bounded symmetric domains $$D=G/K,$$
for the irreducible K-types indexed by all partitions of length $$r={\mathrm {rank}}(D)$$
.
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