UNDERSTANDING THE NUMBER OF EIGENVALUES OF DISCRETE SCHRODINGER OPERATORS ON LATTICE: A COMPREHENSIVE GUIDE USING MATRIX CALCULATOR

Authors

  • Doston Shirinboy o‘g‘li Abdusaitov Master of the Samarkand State University

Keywords:

eigenvalues, discret schrodinger operators, quantum mechanics, matrix, lattice.

Abstract

We study the number of eigenvalues of discrete schrodinger operators on lattice, the role of eigenvalues in quantum mechanics, advanced techniques for finding eigenvalues using amatrix calculator and using matrix calculator.

References

I. N. Bozorov and A. M. Khurramov, “On the number of eigenvalues of the lattice model operator in one dimensionalcase,” Lobachevskii J.Math. 43, 353–365 (2022).

S. N. Lakaev and E. Ozdemir, “The existence and location of eigenvalues of the one particle Hamiltonians on lattices,” Hacettepe J.Math. Stat. 45, 1693–1703 (2016).

S. N. Lakaev and I. U. Alladustova, “The exact number of eigenvalues of the discrete Schrodinger operators in one-dimensional case,” Lobachevskii J.Math. 42, 1294–1303 (2021).

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Published

2023-05-17

How to Cite

Abdusaitov , D. S. o‘g‘li. (2023). UNDERSTANDING THE NUMBER OF EIGENVALUES OF DISCRETE SCHRODINGER OPERATORS ON LATTICE: A COMPREHENSIVE GUIDE USING MATRIX CALCULATOR. GOLDEN BRAIN, 1(13), 118–121. Retrieved from https://researchedu.org/index.php/goldenbrain/article/view/3471

Issue

Vol. 1 No. 13 (2023): GOLDEN BRAIN

Section

Articles

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This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License.