Keyphrases
Schrdinger Operators
100%
Absolutely Continuous Spectrum
80%
Jacobi Matrix
66%
Almost Mathieu Operator
58%
Absolutely Continuous
38%
Ergodic
36%
Conductance
36%
Spectral Properties
34%
Bounded Variation
30%
Orthogonal Polynomials on the Real Line
30%
Spectral Type
24%
Anderson-type
24%
Singular Spectrum
24%
Singular Continuous Spectrum
24%
Christoffel-Darboux Kernel
24%
Eigenvalue Spacings
18%
Jacobi Parameters
18%
Hausdorff
18%
Lebesgue Measure
18%
Gilbert
18%
Hausdorff Dimension
18%
Finite Sample
18%
Periodic Jacobi Matrix
16%
Fibonacci Hamiltonian
15%
Essential Spectrum
12%
Line Operator
12%
Subordination Theory
12%
Invariance
12%
Summable
12%
High-order Variation
12%
Mathematics
Continuous Spectra
96%
Jacobi Matrix
72%
Spectral Property
42%
Orthogonal Polynomial
39%
Asymptotics
31%
Real Line
30%
Lyapunov Exponent
30%
Boundary Condition
28%
Hilbert Space
24%
Upper Bound
24%
Hausdorff
24%
Diagonal
24%
Lebesgue Measure
22%
Laplace Operator
20%
Self-Adjoint Operator
18%
Orthonormal Vector
18%
Independent Random Variables
18%
Hausdorff Dimension
18%
Continuous Probability Distribution
18%
Probability Theory
18%
Main Result
18%
Bounded Variation
18%
Eigenvalue
18%
Matrix (Mathematics)
18%
Self-Adjoint
18%
Random Variable
16%
Direct Sum
12%
Point Spectrum
12%
Essential Spectrum
12%
Half line
12%