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$H$-Operator Approximation Spaces via Delayed Riesz Means and Quasi-Banach Moduli
We establish a constructive and quasi-Banach framework for approximation spaces $A_μ^ρ$ of compact $H$-operators between Banach and quasi-Banach spaces. By leveraging delayed Riesz means $V_{2^{bn}}$ generated by self-adjoint differential operators $P(D)$, we replace abstract best approximants with
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