
Aleksei Kuvshinov
Fähigkeiten und Kenntnisse
Werdegang
Berufserfahrung von Aleksei Kuvshinov
- Current 7 years and 7 months, since Dec 2018
Machine Learning Researcher
TU Munich
• Working on multiple ML projects in collaboration with industry partners, colleagues, and students from conceptualization to implementation. • Driving innovation in robust and reliable machine learning. • Presenting cutting-edge research at international conferences. • Teaching the foundations and advanced topics of machine learning to the next generation of AI experts. • Administrative work: processing applications in the admission committee, coordinating examinations for the research unit’s lectures.
- 2 months, Aug 2018 - Sep 2018
Data scientist
IFUA Horváth & Partners
Topic: Transportation chains optimization in rail • Applying suitable solution approaches for the fixed charge multicommodity flow problem. • Programming in Python using an API for a commercial mathematical optimization solver (Gurobi). • Research-related work solving a network design and optimization problem for large real-world instances.
- 1 year and 2 months, Mar 2017 - Apr 2018
Intern/Working student
IFUA Horváth & Partners
Topic: Operations Research • Mathematical modeling and forecasting of time series. • Data analysis and statistical computations in R. • Building web applications using the “shiny” package in R.
Ausbildung von Aleksei Kuvshinov
- 2 years and 6 months, Oct 2015 - Mar 2018
Mathematics
TU Munich
- 2 years and 6 months, Oct 2015 - Mar 2018
Mathematics
TU Munich
Final Grade: 1.2, passed with high distinction Thesis: “Convergence analysis and solution methods for distributionally robust optimization problems with moment constraints”
- 2 years and 6 months, Oct 2015 - Mar 2018
Mathematics
TU Munich
Final Grade: 1.2, passed with high distinction Thesis: “Convergence analysis and solution methods for distributionally robust optimization problems with moment constraints”
- 2 years and 6 months, Oct 2015 - Mar 2018
Mathematics
TU Munich
Final Grade: 1.2, passed with high distinction Thesis: “Convergence analysis and solution methods for distributionally robust optimization problems with moment constraints”
Sprachen
German
C1 (Fließend)
English
C1 (Fließend)
Russian
C2 (Verhandlungssicher / Muttersprachlich)
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