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Peter D> Hislop
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12
Eigenfunctions and Quantum Transport with Applications to Trimmed Schrodinger Operators
14 January 2024 by
Peter Hislop
and
others
Mathematical Physics
Some remarks on spectral averaging and the local density of states for random Schrödinger operators on
L^2 ( R^d )
6 October 2020 by
J. Combes
and
Peter Hislop
Mathematical Physics
Dependence of the density of states on the probability distribution -- part II: Schrödinger operators on
\mathbb{R}^d
and non-compactly supported probability measures
3 October 2019 by
Peter Hislop
and
C. Marx
Mathematical Physics
Some trace monotonicity properties and applications
17 June 2015 by
J. -M. Combes
and
Peter Hislop
Functional Analysis
,
Mathematical Physics
Some remarks on resonances in even-dimensional Euclidean scattering
22 July 2013 by
T. Christiansen
and
Peter Hislop
Mathematical Physics
,
Spectral Theory
Conductivity and the current-current correlation measure
31 August 2010 by
J. Combes
and
others
Mathematical Physics
,
Functional Analysis
Resonances for manifolds hyperbolic at infinity: optimal lower bounds on order of growth
24 June 2010 by
D. Borthwick
and
others
Spectral Theory
,
Differential Geometry
Resonances for Schrodinger operators with compactly supported potentials
8 January 2009 by
T. Christiansen
and
Peter Hislop
Mathematical Physics
Maximal order of growth for the resonance counting functions for generic potentials in even dimensions
28 November 2008 by
T. Christiansen
and
Peter Hislop
Mathematical Physics
Localization for Schrodinger operators with random vector potentials
13 August 2007 by
F. Ghribi
and
others
Mathematical Physics
,
Spectral Theory
The resonance counting function for Schrödinger operators with generic potentials
24 May 2005 by
Tore Christiansen
and
Peter Hislop
at
University of Missouri
Mathematical Physics
,
Spectral Theory
Landau Hamiltonians with Random Potentials: Localization and the Density of States
18 October 1994 by
J. Combes
and
Peter Hislop
Functional Analysis
,
Mathematical Physics
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Topics
Mathematical Physics
Spectral Theory
Functional Analysis
Differential Geometry
