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Smolich Vladimir

Summary

Twenty years of teaching experience in math courses including calculus, probability, complex analysis, calculus of variations, theory of perturbation of linear operators, spectral theory of operators bundles, spectral theory of operators in spaces with an indefinite metric, operator methods of mathematical physics. Specialization in functional analysis.

1. On perturbed Laplace operator on the fundamental domain of a modular group, Dep. VINITI, 1982, p.22.
2. On the spectra of perturbed Laplace operator on the fundamental domain of a discreet group on the Lobachevsky plain, Vestnik NGU, ser. math., N2, 1983, p.49-53.
3. On perturbed Laplace operator on the fundamental domain of a discreet group on the Lobachevsky plain, Thesis, Moscow State University, Moscow, 1983, p.95.
4. The evaluation of scattering phase of Laplacian on the fundamental domain of a modular group, Dep. Ukr. NIINTI, 1985, p.11.
5. The asymptotic behavior of the spectral function of Laplacian on the fundamental domain of a modular group, SGU, Simferopol, 1986, p.6.
6. Instructions and tests for labs on calculus, SGU, Simferopol, 1987, p.25 (with co-authors).
7. On spectral function of Shrodinger operator with periodical potential, Dep. Ukr. NIINTI, 1988, p.8.
8. Methodical materials on probability for the students of phisics, SGU, Simferopol, 1989, p.26.
9. "Integrals". Tests on calculus for the 1st year students, SGU, Simferopol, 1992, p.29 (with co-authors).
10. "Series". Tests on calculus for the 2st year students, SGU, Simferopol, 1993, p.27 (with co-authors).