D. Tsedenbayar

collaborators

2 papers

math.FA2024

Contractivity of Möbius functions of operators

Thomas Ransford, Dashdondog Tsedenbayar

Let $T$ be a injective bounded linear operator on a complex Hilbert space. We characterize the complex numbers $λ, μ$ for which $(I + λ T) (I + μ T)^{- 1}$ is a contraction, the characteriz…

math.FA2024

On the real and imaginary parts of powers of the Volterra operator

Thomas Ransford, Dashdondog Tsedenbayar

We study the real and imaginary parts of the powers of the Volterra operator on $L^{2} [0, 1]$ , specifically their eigenvalues, their norms and their numerical ranges.