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THE STRUCTURE OF EIGENFUNCTIONS OF ONE-DIMENSIONAL UNORDERED STRUCTURES
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Citations
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References
1978
Year
Spectral TheoryQuantum ScienceQuantum DynamicInfinite Dimensional AnalysisEngineeringPhysicsIntegrable ProbabilityQuantum Mechanical PropertyRandom PotentialDirac OperatorProbability TheoryQuantum ChaosFunctional AnalysisRandom MatrixOne-dimensional Random SchrN. F.Structure Of Eigenfunctions
In this work it is shown that all the eigenfunctions of the one-dimensional random Schr?dinger operator , , with random potential , , of Markov type decrease exponentially with probability?1. This confirms an old conjecture of N. F.?Mott which has been discussed many times in the physics literature.Bibliography: 15 titles.
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