Profile The profile is based on mining the text of the experts' scientific documents to create an index of weighted terms, which defines the key subjects of each individual researcher.

Disorder Mathematics
Random Potential Mathematics
Anderson Model Mathematics
Conductance Mathematics
Fractional Moments Mathematics
operators Physics & Astronomy
Random Matrices Mathematics
Integrated Density of States Mathematics

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Grants 2009 2018

Publications 1998 2017

Line-Trapping of Codling Moth (Lepidoptera: Tortricidae): A Novel Approach to Improving the Precision of Capture Numbers in Traps Monitoring Pest Density

Adams, C. G., McGhee, P. S., Schenker, J. H., Gut, L. J. & Miller, J. R. Aug 1 2017 In : Journal of Economic Entomology. 110, 4, p. 1508-1511 4 p.

Research output: Contribution to journalArticle

pest monitoring
Lepidoptera
Cydia pomonella
Moths
Tortricidae

Matrix regularizing effects of Gaussian perturbations

Aizenman, M., Peled, R., Schenker, J., Shamis, M. & Sodin, S. Jun 1 2017 In : Communications in Contemporary Mathematics. 19, 3, 1750028

Research output: Contribution to journalArticle

Perturbation
Multiple Eigenvalues
Frobenius norm
Interval
Operator Norm
2 Citations

Quantum Brownian motion induced by thermal noise in the presence of disorder

Fröhlich, J. & Schenker, J. Feb 1 2016 In : Journal of Mathematical Physics. 57, 2, 023305

Research output: Contribution to journalArticle

thermal noise
Brownian motion
Disorder
disorders
Random Potential

Spectral analysis of a family of symmetric, scale-invariant diffusions with singular coefficients and associated limit theorems

Clark, J. T. & Schenker, J. H. 2016 In : Alea. 13, 1, p. 265-289 25 p.

Research output: Contribution to journalArticle

Singular Coefficients
Scale Invariant
Spectral Analysis
Characteristic Function
Generalized Functions
1 Citations
Random Potential
Schrödinger Equation
Central limit theorem
Directly proportional
cubic lattices