Researcher interests: Analysis and mathematical physics, in particular, spectral theory and problems of transport in disordered systems.
FACULTY / SCHOOL: Faculty of Science
Contact Business Development: Anna Pellivert

Selected Publications

Jonathan Breuer, netanel levi
on the decomposition of the laplacian on metric graphs (2019)| arXiv preprint arXiv:1901.00349| Read more
scaling limits of jacobi matrices and the christoffel darboux kernel (2018)| arXiv preprint arXiv:1812.07256| Read more
Jonathan Breuer, latif eliaz, sergey denisov
on the essential spectrum of schrodinger operators on trees (2018)| Mathematical Physics Analysis and Geometry| Read more
Jonathan Breuer, daniel weissman
level repulsion for schrodinger operators with singular continuous spectrum (2018)| arXiv preprint arXiv:1612.01123| Read more
barry simon, Jonathan Breuer, Ofer Zeitouni
large deviations and sum rules for spectral theory a pedagogical approach (2018)| arXiv preprint arXiv:1608.01467| Read more
barry simon, Jonathan Breuer, Ofer Zeitouni
large deviations and the lukic conjecture (2018)| Duke Mathematical Journal| Read more
Jonathan Breuer, latif eliaz
on the essential spectrum of schr odinger operators on trees (2017)| arXiv preprint arXiv:1711.10049| Read more
Jonathan Breuer, Maurice Duits
universality of mesoscopic fluctuations for orthogonal polynomial ensembles (2016)| Communications in Mathematical Physics| Read more
Jonathan Breuer, Maurice Duits
central limit theorems for biorthogonal ensembles and asymptotics of recurrence coefficients (2016)| Journal of the American Mathematical Society| Read more
Jonathan Breuer, Maurice Duits
the nevai condition and a local law of large numbers for orthogonal polynomial ensembles (2014)| Advances in Mathematics| Read more

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Anna Pellivert
VP, BUSINESS DEVELOPMENT
+972-2-6586697
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