Applications of the Birkhoff–Hopf theorem to the spectral theory of positive linear operators
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Publication:4843577
DOI10.1017/S0305004100073321zbMath0834.47029MaRDI QIDQ4843577
Simon P. Eveson, Roger D. Nussbaum
Publication date: 1 April 1996
Published in: Mathematical Proceedings of the Cambridge Philosophical Society (Search for Journal in Brave)
Related Items (10)
\(C^m\) positive eigenvectors for linear operators arising in the computation of Hausdorff dimension ⋮ Hidden positivity and a new approach to numerical computation of Hausdorff dimension: higher order methods ⋮ Hilbert's projective metric on Lorentz cones and Birkhoff formula for Lorentzian compressions ⋮ Tensor products, positive linear operators, and delay-differential equations ⋮ The weak Bernoulli property for matrix Gibbs states ⋮ Spectral Radii and Collatz–Wielandt Numbers for Homogeneous Order-preserving Maps and the Monotone Companion Norm ⋮ Projections of Gibbs states for Hölder potentials ⋮ Iterated linear maps on a cone and Denjoy-Wolff theorems ⋮ Single site factors of Gibbs measures ⋮ The eigenvalue distribution of oscillatory and strictly sign-regular matrices
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