Approximation and Entropy Numbers of Volterra Operators with Application to Brownian Motion(English, Paperback, Lifshits Mikhail A.) | Zipri.in
Approximation and Entropy Numbers of Volterra Operators with Application to Brownian Motion(English, Paperback, Lifshits Mikhail A.)

Approximation and Entropy Numbers of Volterra Operators with Application to Brownian Motion(English, Paperback, Lifshits Mikhail A.)

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We consider the Volterra integral operator $T_{\rho,\psi}:L_p(0,\infty)\to L_q(0,\infty)$ for $10$. We also obtain similar sharp estimates for the approximation numbers of $T_{\rho,\psi}$, thus extending former results due to Edmunds et al. and Evans et al..The entropy estimates are applied to investigate the small ball behaviour of weighted Wiener processes $\rho W$ in the $L_q(0,\infty)$-norm, $1