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1
Introduction
2
What do we want
3
Gauge transform construction
4
Cutoff
5
Top order
6
Unitarily invariant
7
Fourier multiplier
8
Resonance zone
9
Finite dimensional
10
Decomposition
11
unitary transformation
12
monotoning
13
crucial fact
14
unique solution
15
sum of eigenvalues
16
eigenvalues
17
analyticity
18
determinant
19
derivative
20
check
Description:
Explore the method of Gauge transform in this lecture by Jeffrey Galkowski, part of the SMS 2023 series on Periodic and Ergodic Spectral Problems. Delve into the construction of the Gauge transform, examining crucial aspects such as cutoff, top order, unitary invariance, and Fourier multipliers. Investigate resonance zones, finite dimensional decomposition, and unitary transformation. Analyze the monotonicity, unique solutions, and sum of eigenvalues. Gain insights into analyticity, determinants, and derivatives as they relate to the Gauge transform method.

The Method of Gauge Transform - Periodic and Ergodic Spectral Problems

Centre de recherches mathématiques - CRM
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