Nodal sets of Laplace eigenfunctions: estimates of the Hausdorff measure in dimensions two and three
A Logunov, E Malinnikova - 50 Years with Hardy Spaces: A Tribute to …, 2018 - Springer
Let Δ M be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u: Δ M u+ λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u: Δ M u+ λu= 0. In dimension n= 2 we …
[PDF][PDF] NODAL SETS OF LAPLACE EIGENFUNCTIONS: ESTIMATES OF THE HAUSDORFF MEASURE IN DIMENSION TWO AND THREE.
A LOGUNOV, E MALINNIKOVA - arXiv preprint arXiv:1605.02595, 2016 - researchgate.net
Let∆ M be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u:∆ u+ λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u:∆ u+ λu= 0. In dimension n= 2 we …
Nodal Sets of Laplace Eigenfunctions: Estimates of the Hausdorff Measure in Dimensions Two and Three
A Logunov, E Malinnikova - 50 Years with Hardy Spaces - Springer
Let ΔM be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u: ΔM u+λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u: ΔM u+λu= 0. In dimension n= 2 we …
Nodal sets of Laplace eigenfunctions: estimates of the Hausdorff measure in dimension two and three
A Logunov, E Malinnikova - arXiv e-prints, 2016 - ui.adsabs.harvard.edu
Abstract Let $\Delta_M $ be the Laplace operator on a compact $ n $-dimensional
Riemannian manifold without boundary. We study the zero sets of its eigenfunctions …
Riemannian manifold without boundary. We study the zero sets of its eigenfunctions …
[引用][C] Nodal sets of laplace eigenfunctions: Estimates of the hausdorff measure in dimensions two and three
A Logunov, E Malinnikova - Operator Theory: Advances and Applications, 2018 - elibrary.ru
Nodal sets of laplace eigenfunctions: Estimates of the hausdorff measure in dimensions two
and three КОРЗИНА ПОИСК НАВИГАТОР ЖУРНАЛЫ КНИГИ ПАТЕНТЫ ПОИСК …
and three КОРЗИНА ПОИСК НАВИГАТОР ЖУРНАЛЫ КНИГИ ПАТЕНТЫ ПОИСК …
Nodal sets of laplace eigenfunctions: Estimates of the hausdorff measure in dimensions two and three
A Logunov, E Malinnikova - Operator Theory: Advances …, 2018 - collaborate.princeton.edu
Let Δ M be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u: Δ M u+ λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u: Δ M u+ λu= 0. In dimension n= 2 we …
Nodal Sets of Laplace Eigenfunctions: Estimates of the Hausdorff Measure in Dimensions Two and Three
A Logunov, E Malinnikova - 50 Years with Hardy Spaces: A …, 2018 - books.google.com
Let ΔM be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u: ΔM u+λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u: ΔM u+λu= 0. In dimension n= 2 we …
Nodal sets of Laplace eigenfunctions: estimates of the Hausdorff measure in dimension two and three
A Logunov, E Malinnikova - arXiv preprint arXiv:1605.02595, 2016 - arxiv.org
Let $\Delta_M $ be the Laplace operator on a compact $ n $-dimensional Riemannian
manifold without boundary. We study the zero sets of its eigenfunctions $ u:\Delta u+\lambda …
manifold without boundary. We study the zero sets of its eigenfunctions $ u:\Delta u+\lambda …
[PDF][PDF] Nodal sets of Laplace eigenfunctions: estimates of the Hausdorff measure in dimensions two and three
A Logunov, E Malinnikova - researchgate.net
Let∆ M be the Laplace operator on a compact n-dimensional Riemannian manifold without
boundary. We study the zero sets of its eigenfunctions u:∆ M u+ λu= 0. In dimension n= 2 we …
boundary. We study the zero sets of its eigenfunctions u:∆ M u+ λu= 0. In dimension n= 2 we …