Spectral Theory Of Block Operator Matrices And Applications

By C. Tretter. 2008

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Operator-valued Kernels for Learning from Functional Response Data (2015, background): “These matrices and their inverses arise in some areas of mathematics (Tretter, 2008) and signal processing (Asif and Moura, 2005).”
Convergence of Learning Dynamics in Stackelberg Games (2019, background): “rg equilibrium and an attractor of x_ = ! S(x) since the Schur complement of J(x) is the derivative D2f(x) and D2 2 f(x) >0 was given. We suspect that using the notion of quadratic numerical range [58], which is a super set of the spectrum of a block operator matrix, along with the fact that the ”
Boundary Value Problems, Weyl Functions, and Differential Operators (2020, background): “For an introduction and comprehensive treatment of linear operators in Hilbert spaces and related topics we refer the reader to the standard textbooks [2, 133, 141, 272, 276, 341, 348, 598, 649, 650, 651, 652, 673, 691, 723, 738, 743, 752, 756, 757].”
Decay properties for functions of matrices over $C^*$-algebras (2013, neutral): “Related results can also be found in [34] and [60].”