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We determine the spectrum of the Voltterra-type integral operators $$V_g$$ V g on the growth type Fock–Sobolev spaces $$\mathcal {F}_{\psi _m}^\infty $$ F ψ m ∞ . We also characterized the bounded and compact spectral properties of the operators in terms of function-theoretic properties of the inducing map g. As a means to prove our main results, we first described the spaces...
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