SPECTRAL ASYMPTOTICS IN THE SEMI‐CLASSICAL LIMIT (London Mathematical Society Lecture Note Series 268)

By Y. Safarov. 2000

247 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/1ecae7d42060e06b9f61048379db00ae5ff0e52a

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Theory and Mathematics

1. Gunther Uhlmann
2. Carlos E. Kenig
3. J. Sjöstrand
4. Mikko Salo
5. David dos Santos Ferreira
6. Matti Lassas
7. Victor Isakov
8. Zhongwei Shen

In Statistics and Probability

1. Carlos E. Kenig
2. Gunther Uhlmann
3. J. Sjöstrand

Citations in the corpus

• The Calderón problem with partial data (2004, methodology): “We use from now on semiclassical notation (see for instance [4]).”
• Sharp polynomial decay rates for the damped wave equation on the torus (2012, unknown): “(12-6) A particular feature of the Weyl quantization in the Euclidean setting is that the Egorov theorem provides an exact formula (see, for instance, [Dimassi and Sjöstrand 1999]): Oph(ψ ◦φt)= e −i th 12 Oph(ψ)e i th 12 , so that ‖Oph(ψ ◦φt)‖L∞(0,τ ;L(L2))≤C0 uniformly with respect to h.”