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Prof. Dr. Henk de Snoo

Honorary Professor

  • room number: 478 (Bernoulliborg, building 5161)
  • phone numbers
      domestic:    (050) 363 3963
international:    +31 50 363 3963
  • e-mail: H.S.V.de.Snoo rug.nl

Research

  • Abstract boundary-value problems
  • Semibounded and sectorial relations and forms, and their decompositions
  • Structure of linear relations
  • Classification of (generalized) Nevanlinna functions; asymptotic expansions
  • Singular perturbations of selfadjoint operators
  • Canonical systems of differential equations; Sturm-Liouville equations (with floating singularities)
  • System-theoretic realizations of classes of Nevanlinna functions and Nevanlinna families

Henk's recent publications

S. Hassi, H.S.V. de Snoo, and H. Winkler. Limit properties of eigenvalues in spectral gaps. Operator Theory: Adv. Appl., 263:335–355, 2018.   bib
S. Hassi, Z. Sebestyén, and H. de Snoo. Lebesgue type decompositions for linear relations and Ando’s uniqueness criterion. Acta Sci. Math. (Szeged), 84:465––507, 2018.   bib
S. Hassi, M. Möller, and H. de Snoo. Limit-point/limit-circle classification for Hain–Lüst type equations. Mathematische Nachrichten, 291(4):652–668, 2018.   doi
url
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H.S.V. de Snoo and H. Woracek. Compressed resolvents, Q-functions and h_0-resolvents in almost Pontryagin spaces. Operator Theory: Adv. Appl., 263:425–483, 2018.   bib
H. de Snoo and H. Woracek. The Krein formula in almost Pontryagin spaces. A proof via orthogonal coupling. Indagationes Mathematicae, 29(2):714 – 729, 2018.   url
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(For more details go to Henk's personal home page.)