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Fazullin, Ziganur Yusupovich

Author ID: fazullin.ziganur-yusupovich Recent zbMATH articles by "Fazullin, Ziganur Yusupovich"
Published as: Fazullin, Z. Yu.; Fazullin, Ziganur Yusupovich; Fazullin, Ziganur
Documents Indexed: 23 Publications since 1984
Co-Authors: 8 Co-Authors with 19 Joint Publications
324 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

13 Publications have been cited 49 times in 19 Documents Cited by Year
Regularized trace of a two-dimensional harmonic oscillator. Zbl 1009.47032
Fazullin, Z. Yu.; Murtazin, Kh. Kh.
8
2001
Non-nuclear perturbations of discrete operators and trace formulae. Zbl 1135.47009
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
7
2005
A formula for the first regularized trace of a perturbed Laplace-Beltrami operator. Zbl 1057.35022
Sadovnichij, V. A.; Fazullin, Z. Yu.
6
2001
Spectrum and the trace formula for a two-dimensional Schrödinger operator in a homogeneous magnetic field. Zbl 1191.35108
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
5
2009
Asymptotics of the eigenvalues and the formula for the trace of perturbations of the Laplace operator on the sphere \(\mathbb{S}^2\). Zbl 1088.47037
Sadovnichii, V. A.; Fazullin, Z. Yu.
4
2005
Trace formulas for nonnuclear perturbations. Zbl 1044.47507
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
4
1999
Properties of the resolvent of the Laplace operator on a two-dimensional sphere and a trace formula. Zbl 1463.47134
Atnagulov, Arsèn Il’gizovich; Sadovnichiĭ, Viktor Antonovich; Fazullin, Ziganur Yusupovich
3
2016
Spectrum and a trace formula for a compactly supported perturbation of the 2D harmonic oscillator in a strip. Zbl 1421.81042
Fazullin, Z. Yu.; Nugaeva, I. G.
3
2019
Properties of the resolvent of the Laplace-Beltrami operator on the two-dimensional sphere and a trace formula. Zbl 1242.47038
Sadovnichii, V. A.; Fazullin, Z. Yu.; Atnagulov, A. I.
2
2011
The spectrum and trace formula for bounded perturbations of differential operators. Zbl 1507.47032
Sadovnichy, V. A.; Fazullin, Z. Yu.; Nugaeva, I. G.
2
2018
The classical formula for the regularized trace of a multidimensional harmonic oscillator. Zbl 1018.81017
Fazullin, Z. Yu.; Murtazin, Kh. Kh.
2
2001
Formula of the regularized trace for perturbation in the Schatten-von Neumann of discrete operators. Zbl 1463.47065
Murtazin, Khaĭrulla Khabibullovich; Fazullin, Ziganur Yusupovich
2
2015
A cluster asymptotics for the eigenvalues of a perturbation of the Laplace operator on the sphere \(S^2\). Zbl 1127.35350
Sadovnichii, V. A.; Fazullin, Z. Yu.
1
2003
Spectrum and a trace formula for a compactly supported perturbation of the 2D harmonic oscillator in a strip. Zbl 1421.81042
Fazullin, Z. Yu.; Nugaeva, I. G.
3
2019
The spectrum and trace formula for bounded perturbations of differential operators. Zbl 1507.47032
Sadovnichy, V. A.; Fazullin, Z. Yu.; Nugaeva, I. G.
2
2018
Properties of the resolvent of the Laplace operator on a two-dimensional sphere and a trace formula. Zbl 1463.47134
Atnagulov, Arsèn Il’gizovich; Sadovnichiĭ, Viktor Antonovich; Fazullin, Ziganur Yusupovich
3
2016
Formula of the regularized trace for perturbation in the Schatten-von Neumann of discrete operators. Zbl 1463.47065
Murtazin, Khaĭrulla Khabibullovich; Fazullin, Ziganur Yusupovich
2
2015
Properties of the resolvent of the Laplace-Beltrami operator on the two-dimensional sphere and a trace formula. Zbl 1242.47038
Sadovnichii, V. A.; Fazullin, Z. Yu.; Atnagulov, A. I.
2
2011
Spectrum and the trace formula for a two-dimensional Schrödinger operator in a homogeneous magnetic field. Zbl 1191.35108
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
5
2009
Non-nuclear perturbations of discrete operators and trace formulae. Zbl 1135.47009
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
7
2005
Asymptotics of the eigenvalues and the formula for the trace of perturbations of the Laplace operator on the sphere \(\mathbb{S}^2\). Zbl 1088.47037
Sadovnichii, V. A.; Fazullin, Z. Yu.
4
2005
A cluster asymptotics for the eigenvalues of a perturbation of the Laplace operator on the sphere \(S^2\). Zbl 1127.35350
Sadovnichii, V. A.; Fazullin, Z. Yu.
1
2003
Regularized trace of a two-dimensional harmonic oscillator. Zbl 1009.47032
Fazullin, Z. Yu.; Murtazin, Kh. Kh.
8
2001
A formula for the first regularized trace of a perturbed Laplace-Beltrami operator. Zbl 1057.35022
Sadovnichij, V. A.; Fazullin, Z. Yu.
6
2001
The classical formula for the regularized trace of a multidimensional harmonic oscillator. Zbl 1018.81017
Fazullin, Z. Yu.; Murtazin, Kh. Kh.
2
2001
Trace formulas for nonnuclear perturbations. Zbl 1044.47507
Murtazin, Kh. Kh.; Fazullin, Z. Yu.
4
1999

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