2 problems

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Higher-dimensional affine-symbol conjecture for weighted composition operators
Higher-dimensional affine-symbol conjecture. Every bounded weighted composition operator with nonvanishing weight has affine symbol. This would extend the affine-symbol result from…
Conjectureopendynamics holomorphic-function-spaces weighted-composition-operatorsarXiv posted 2 days ago
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Conjecture on extending composition-operator results to all spaces with infinite weight growth
Let $A:= \{\mathcal H(\beta,\Lambda): \beta_* = \infty\}$ , and let $\{\mathcal H(E,\beta_S)\}$ be a proper subset of $A$ . Consider bounded composition operators on these spaces and…
Conjectureopencomposition-operators holomorphic-function-spacesarXiv posted 2 days ago

Higher-dimensional affine-symbol conjecture for weighted composition operators