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THE NUMBER AND LOCATION OF EIGENVALUES OF THE TWO PARTICLE DISCRETE SCHRODINGER OPERATORS

Sh. I. KhamidovSamarkand State UniversityAminjon I. O'ktamovSamarkand State University

Zenodo (CERN European Organization for Nuclear Research)repository2022en

ABI

Abstract

Let 𝕋 be the one - dimensional torus. Let (𝕋) be the Hilbert space of squareintegrable functions on 𝕋. (𝕋) (𝕋) is the Hilbert space of square-integrable even functions on 𝕋. For any µ; λ R and k ∈ the Schrodinger operator Hµλ (k) is bounded and self-adjoint acting in (𝕋) as

Topics

Composite Structure Analysis and Optimization Optics and Image Analysis Material Properties and Applications

Identifiers

DOI: 10.5281/zenodo.6327830

Citations and references

Cited by 00 references

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