Self-inversive polynomials from rational transformation of linear functionals

27 Sep 2019 Behera Kiran Kumar

In this manuscript a spectral transformation of linear functionals is studied in the context of linear combinations of $R_{I}$ polynomials in $z$ with the coefficient $\omega_n(\zeta)$ as function of a different variable $\zeta$. Based on the definition of $\omega_n(\zeta)$, these linear combinations can again be $R_{I}$ polynomials... (read more)

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  • FUNCTIONAL ANALYSIS