Faculty and Staff

Contacts
Address: Room 105. 25/12 Pecherskaya Str. Nizhny Novgorod
Phone: +7 (831) 416-96-49
Fax: +7 (831) 416-96-51
E-mail:
Hours of attendance
Tue.: 12 a.m. – 3 p.m.
Valery A. Kalyagin
- Faculty of Business Informatics and Applied Mathematics (HSE Branch in Nizhny Novgorod): Dean
- Faculty of Business Informatics and Applied Mathematics (HSE Branch in Nizhny Novgorod) | Department of Applied Mathematics and Informatics: Department Head, Professor
- Laboratory of Theory and Practice of Decision-Making Support Systems (HSE Branch in Nizhny Novgorod): Senior Research Fellow
- Laboratory of Algorithms and Technologies for Networks Analysis (HSE Branch in Nizhny Novgorod): Laboratory Head
Tenured Professor (2009)
(Valery A. Kalyagin has been at HSE since 1997.)
Academic title:
Associate Professor, ProfessorEducation and Degrees
- Doctor of Sciences*: Lomonosov Moscow State University, 1995, speciality
- Candidate of Sciences* (PhD): Lomonosov Moscow State University, 1981, speciality
- Postgraduate: Lomonosov Moscow State University, 1980
- Diploma: N.I. Lobachevskiy Gorky State University, 1974
Publications
2013
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Beckermann B., Kalyagin V.A., Matos A., Wielonsky F. Equilibrium Problems for Vector Potentials with Semidefinite Interaction Matrices and Constrained Masses // Constructive Approximation. 2013. Vol. 37. No. 1. P. 101-134.
[article]
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Нью-Йорк: Springer, 2013. 228 с.
[book]
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Simple measure of similarity for the market graph construction
// Computational Management Science, 2013. C. —
[article]
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2012
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// Springer Proceedings in Mathematics & Statistics, 2012. Т. 32. C. 51—64
[article]
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Markov Chains in Modelling of the Russian Financial Market
In the book: Financial Decision Making Using Computational Intelligence. Дордрехт: Springer, 2012. C. 233—251
[chapter in a book]
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Beckermann B., V.A. Kalyagin , Matos A., Wielonsky F.
// Constructive Approximation, 2012. № 1. C. —
[article]
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Vector Equilibrium Problems with Semidefinite Interaction Matricies and Masses in a Compact Sets (submitted)
Beckermann B., Matos A., Wielonsky F., V.A. Kalyagin
// Constructive Approximation, 2012
[article]
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2011
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How well does the Hermite-Pade approximation smooth the Gibbs phenomenon
Beckermann B., Matos A., Wielonsky F., V.A. Kalyagin
// Mathematics of Computation, 2011. Т. 80. № 274. C. 931—958
[article]
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Beckermann B., Matos A., Wielonsky F., V.A. Kalyagin
// Mathematics of Computation, 2011. Т. 80. № 274. C. 931—958
[article]
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// Автоматика и телемеханика, 2011. Т. Vol. 72. Issue 3. № 3. C. 600—614
[article]
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Power index axiomatics in the problem of voting with quota
// Automation and Remote Control, 2011. Т. 72. № 3. C. 600—614
[article]
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Аксиоматика индексов влияния в задаче голосования с квотой
// Автоматика и телемеханика, 2011. № 3. C. 145—160
[article]
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2010
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In the book: History of accounting, buisness administration doctrines and development of new methods of management in Italy and Russia, 2010. Милан: Rirea, 2010. C. 8—20
[chapter in a book]
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// Social Choice and Welfare, 2010. Т. 35. № 4. C. 627—646
[article]
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The threshold aggregation
// Economics Letters, 2010. Т. 107. № 2. C. 261—262
[article]
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Многокритериальные пороговые алгоритмы принятия решений
WP7 "Математические методы анализа решений в экономике, бизнесе и политике", Высшая школа экономики, 2010. -40 с.
[preprint]
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Теория коллективного выбора и алгоритмы ранжирования в сети Интернет.
Конюшкова К.П., Калягин В.А.
// Сборник статей по материалам VIII научно-практической конференции студентов и преподавателей Нижегородского филиала ГУ-ВШЭ "Современные проблемы в области экономики, менеджмента, бизнес-информатики, юриспруденции и социально-гуманитарных наук", 2010. C. 312—318
[article]
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2009
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V.A. Kaliaguine, D.Tulyakov, A.I. Aptekarev, V.Lysov
// Journal of Computational and Applied Mathematics, 2009. Т. 233. № 3. C. 602—616
[article]
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V.A. Kalyagin , E.Saff, A.I. Aptekarev
// Constructive Approximation, 2009. Т. 30. № 2. C. 175—223
[article]
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Вычисление индексов влияния на основе одной вероятностной модели
// Бизнес-информатика, 2009. № 1. C. 33—40
[article]
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Об асимптотике многочленов, ортогональных на системе дуг, по мере, имеющей дискретную часть
Кононова А.А., Калягин В.А.
// Алгебра и Анализ, 2009. Т. 21. № 2. C. 71—91
[article]
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О компактных возмущениях предельно-периодического оператора Якоби
Кононова А.А., Калягин В.А.
// Математические заметки, 2009. Т. 46. № 6. C. 848—861
[article]
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2008
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A model of noncompensatory aggregstion with an arbitrary collections of grades
// Доклады академии наук, 2008. Т. 78. № 1. C. 617—620
[article]
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2006
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On the limit behavior of recurrence coefficients for multiple orthogonalpolynomials
A.I. Aptekarev, Lopez G., V.A. Kalyagin , Rocha I.
// Journal of approximation theory, 2006. Т. 139. C. 346—370
[article]
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2002
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Дифференциальные и разностные уравнения: Учебное пособие
Нижний Новгород: Изд-во НГТУ, 2002
[book]
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2000
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Geneticsum representation for the moments of the Stieltjes function and their application
A.I. Aptekarev, V.A. Kalyagin , Van Iseghem J.
// Constructive Approximation, 2000. Т. 16. C. 487—454
[article]
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On asymptotics of exact constants in the Markov-Bernstein inequalities in the weighted spaces of integrable functions with classical weight
A.I. Aptekarev, Draux A., V.A. Kalyagin
// Russian Mathematical Surveys, 2000. Т. 55. № 1. C. 173—174
[article]
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1997
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Diagonal of the Pade table and the approxiamation of the Weyl function of second order difference operator
Beckermann B., V.A. Kalyagin
// Constructive Approximation, 1997. Т. 13. C. 481—510
[article]
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On a classical system of polynomials of simultaneous orthogonality
// Journal of Computational and Applied Mathematics, 1997. Т. 67. C. 207—216
[article]
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1995
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Criterion of the resolvent set of a non-symmetric tridiagonal operators
A.I. Aptekarev, V.A. Kalyagin , van Assche W.
// Proceeding of the American Mathematical Society, 1995. Т. 123. № 8. C. 2423—2430
[article]
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Note on asymptotics of ortogonal polynomials on an arc
// Journal of approximation theory, 1995. Т. 80. C. 138—145
[article]
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1994
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Аппроксимации Эрмита-Паде и спектральный анализ несимметричных разностных операторов
// Математический Сборник РАН, 1994. Т. 185. C. 79—100
[article]
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* Candidate of Sciences
According to the International Standard Classification of Education (ISCED) 2011, Candidate of Sciences belongs to ISCED level 8 - "doctoral or equivalent", together with PhD, DPhil, D.Lit, D.Sc, LL.D, Doctorate or similar. Candidate of Sciences allows its holders to reach the level of the Associate Professor.
According to the International Standard Classification of Education (ISCED) 2011, Candidate of Sciences belongs to ISCED level 8 - "doctoral or equivalent", together with PhD, DPhil, D.Lit, D.Sc, LL.D, Doctorate or similar. Candidate of Sciences allows its holders to reach the level of the Associate Professor.

