Pseudospectra and eigenvalue asymptotics for disordered non-selfadjoint operators in the semiclassical limit

HIGHLIGHTS

• Who: Martin Vogel from the Université de Bourgogne, France have published the article: Pseudospectra and eigenvalue asymptotics for disordered non-selfadjoint operators in the semiclassical limit, in the Journal: (JOURNAL)

SUMMARY

Z ∈ Specε (P); 2. z ∈ Spec(P) or there exists a uz ∈ D(P) such that k(P - z)uz k and amp;lt; εkuz k, where D(P) denotes the domain of P. Definition 1. The term "semiclassical" implies that the operators are dependent on a parameter h ∈]0, 1] (often referred to as "Planck`s parameter"), and that the focus . . .

 



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