Photo of Olga Kuryatnikova
  • Warandelaan 2, Prisma Building, room P 1.218

    5037 AB Tilburg

    Netherlands

20172019
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Personal profile

Research interests

I am a PhD student in Operations Research under the supervision of Dr. Juan C. Vera. My main research interest is continuous optimization, in particular, polynomial, semidefinite and copositive programming.

Career

September 2015 - present (until September 2019)

Tilburg University (The Netherlands, university)

PhD researcher at Tilburg School of Economics and Management

April 2014 - July 2014

Sociale Verzekeringsbank (The Netherlands, organization that implements national insurance schemes)

Intern in the department of finance and control. In the scope of writing the master's thesis "Forecasting social assistance among the elderly".

June 2011 - August 2013

Expert RA (Russia, rating agency)

Expert in the corporate and investment ratings department

Teaching

  • Optimization
  • Decision Making with Business Analytics
  • Statistics for Pre-master
  • Mathematics for Pre-master (study year 2015-2016)

Current courses

Click here for my courses.

Keywords

  • Operations Research
  • Optimisation

Fingerprint Dive into the research topics where Olga Kuryatnikova is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

  • 2 Similar Profiles
Cone Mathematics
Infinite Graphs Mathematics
kernel Mathematics
Stability number Mathematics
Positive semidefinite Mathematics
Positive Definite Kernels Mathematics
Stable Set Mathematics
Approximation Mathematics

Research Output 2017 2019

Generalizations of Schoenberg's Theorem on Positive Definite Kernels

Kuryatnikova, O. & Vera, J. C., Apr 2019, Ithaca: Cornell University Library, 14 p. (arXiv; vol. 1904.02538).

Research output: Working paperOther research output

Open Access

Positive semidefinite approximations to the cone of copositive kernels

Kuryatnikova, O. & Vera, J. C., Dec 2018, Ithaca: Cornell University Library, 29 p. (arXiv; vol. 1812.00274).

Research output: Working paperOther research output

Open Access
Positive semidefinite
Positive Definite Kernels
Cone
kernel
Approximation

Approximating the cone of copositive kernels to estimate the stability number of infinite graphs

Kuryatnikova, O. & Vera Lizcano, J., Nov 2017, In : Electronic Notes in Discrete Mathematics. 62, p. 303-308

Research output: Contribution to journalArticleScientificpeer-review

Stability number
Infinite Graphs
Cone
kernel
Estimate

New Bounds for Scheduling on Two Unrelated Selfish Machines

Kuryatnikova, O. & Vera Lizcano, J., Nov 2017, Ithaca: Cornell University Library, (arXiv; vol. 1711.04796).

Research output: Working paperOther research output

Open Access