Highly Influential

# Localization for an Anderson-Bernoulli model with generic interaction potential

@inproceedings{Boumaza2016LocalizationFA, title={Localization for an Anderson-Bernoulli model with generic interaction potential}, author={Hakim Boumaza}, year={2016} }

- Published 2016

We present a result of localization for a matrix-valued AndersonBernoulli operator, acting on L2(R) ⊗ R , for an arbitrary N ≥ 1, whose interaction potential is generic in the real symmetric matrices. For such a generic real symmetric matrix, we construct an explicit interval of energies on which we prove localization, in both spectral and dynamical senses, away from a finite set of critical energies. This construction is based upon the formalism of the Fürstenberg group to which we apply a… CONTINUE READING

#### From This Paper

##### Topics from this paper.

0 Citations

7 References

Similar Papers

#### References

##### Publications referenced by this paper.

Showing 1-7 of 7 references