Researcher interests: Spectral Geometry, Geometry of Eigenfunctions, Harmonic functions - continuous and discrete, Analysis & PDEs.
FACULTY / SCHOOL: Faculty of Science
Contact Business Development: Anna Pellivert

Selected Publications

Dan Mangoubi, yuri lvovsky
bounded multiplicity for eigenvalues of a circular vibrating clamped plate (2019)| arXiv preprint arXiv:1907.12855| Read more
adi weller weiser, Dan Mangoubi
harmonic functions vanishing on a cone (2019)| Israel Journal of Mathematics| Read more
adi weller weiser, Dan Mangoubi
harmonic functions vanishing on a cone (2019)| Israel Journal of Mathematics| Read more
Gabor Lippner, Dan Mangoubi
on the sharpness of a three circles theorem for discrete harmonic functions (2016)| International Mathematics Research Notices| Read more
Gabor Lippner, Dan Mangoubi
harmonic functions on the lattice absolute monotonicity and propagation of smallness (2015)| Duke Mathematical Journal| Read more
Frank Bauer, Gabor Lippner, Dan Mangoubi, Paul Horn, shingtung yau, Yong Lin
li yau inequality on graphs (2015)| Journal of Differential Geometry| Read more
Frank Bauer, Gabor Lippner, Dan Mangoubi, Paul Horn, shingtung yau, Yong Lin
li yau inequality on graphs (2015)| Journal of Differential Geometry| Read more
a gradient estimate for harmonic functions sharing the same zeros (2014)| Electronic Research Announcements in Mathematical Sciences| Read more
Gabor Lippner, Dan Mangoubi
harmonic functions on the lattice absolute monotonicity propagation of smallness construction (2013)| | Read more
the effect of curvature on convexity properties of harmonic functions and eigenfunctions (2013)| Journal of The London Mathematical Society-second Series| Read more

Contact for more information:

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