Sobolev Institute of Mathematics
Laboratory "Mathematical Models of Decision Making"                                                                                                                                                                                                                           

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Dr. Ekaterina Alekseeva

Sobolev Institute of Mathematics        

Sobolev Institute of Mathematics
Laboratory "Mathematical Models of Decision Making"

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Education

PhD in Mathematics and Physics, Sobolev Institute of Mathematics, 2007.
PhD Thesis "Local Search Algorithms for the p-median Problem with User Preferences"
Advisors: Dr. Yuri Kochetov , Prof. Vladimir Beresnev

M.D. in Applied Mathematics, Novosibirsk State University, 2003.
Advisor: Dr. Yuri Kochetov

Positions

June 2015 - to present Post-doctoral position at University of Mons, Belgium

March - Mai, 2015 Research engineer at L’ÉcoleCentrale de Lille

December, 2012 - February, 2015 Post-doctoral position at INRIA (France)

2011 - present  Associate Professor at the Novosibirsk State University

2008 - present Research Fellow at the  "Mathematical Models of Decision Making" Laboratory at the Sobolev Institute of Mathematics

2006 - 2008  Junior researcher at the "Mathematical Models of Decision Making" Laboratory at the Sobolev Institute of Mathematics

2003 - 2006 Ph.D. Student at the Sobolev Institute of Mathematics
Advisor: Dr. Yuri Kochetov

Awards

2012-2013 The ERCIM Alain Bensoussan Fellowship Programme

2009, 2011, 2012 "The best associate professor" awards from Vladimir Potanin's Foundation

2011 "Teacher On-Line" from Vladimir Potanin's Foundation

Contacts

Akademika Koptyuga pr.4,
Sobolev Institute of Mathematics,
Novosibirsk, 630090, Russia.
E-mail:


 

Phone: +7 383 363 46 90,
Fax: +7 383 333 25 98
Homepage: http://www.math.nsc.ru/~alekseeva

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Research Interests

Leader-follower problem

Bilevel competitive location problems

Discrete (r|p)-centroid problem

Discrete location problems, p-median problem,

Metaheuristics, matheuristics, genetic algorithm, local search,

Complexity of  local search algorithms

Benchmark Library "Discrete Location Problems"

Discrete multicriteria optimization

Optimization in renewable energy

 

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Teaching

Associate Professor at the  Novosibirsk State University
Lectures and Seminars: Optimization methods, Operations Research

 

in 2012 - 2013 Academic years

 

 

in 2011 - 2012 Academic years

 

 

in 2010 - 2011 Academic years

 

Associate Professor at the Computer Science Department at the Siberian State University of Telecommunications and Informatics

 

in 2010 - 2011 Academic years

 

Tutorials

E. Alekseeva Building Mixed Integer Linear Programming Models. Examples and Exercises. Textbook for Computer Science department students. 2012 pdf.file (in Russian)

E. Alekseeva, O. Kutnenko, A. Plyasunov.  Computational Optimization Methods. Tutorial. Novosibirsk. NSU. 2008
pdf.file (in Russian).

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Learn  GAMS  to solve optimization  problems .

 

 GAMS audio-video lesson (in English)

1_BasicComponents.avi

2_GAMSModel.avi

3_SolutionProcess.avi

4_Solvers.avi

5_ModelAttributes.avi

6_Features.avi

 

BasicComponents.gms

Chairs.gms

ConvenientFeatures.gms

ModelAttributes.gms

Chairs.gpr

 

 

 

START.ppt

FinalPart.pptx

Part1.pptx

Part2.pptx

 

 

 

 

 

 

Speckled_Gradient21A5.gif (2795 bytes)GAMS audio-video lesson (in Russian)

part 1 (.avi 17 Mb)

part 1 (.zip 11.4 Mb)

Chairs' problem defenition

part 7 (.avi 3.48 Mb)

part 7 (.zip 2.31 Mb)

Integer Variables.

Permission values of integer variables.

part 2 (.avi 17.9 Mb)

part 2 (.zip 11.3 Mb)

Mathematical Model

part 8 (.avi 18.6 Mb)

part 8 (.zip 12.0 Mb)

Assigment of variables bounds (.up)

part 3 (.avi 73.5 Mb)

part 3 (.zip 46.8 Mb)

Initial data definitions in GAMS

(SETS, PARAMETERS, TABLE)

part 9 (.avi 29 Mb)

part 9 (.zip 18.7 Mb)

Model attributes.

Absolute and relative gaps.

part 4 (.avi 90.7 Mb)

part 4 (.zip 53.7 Mb)

Model definition in GAMS.

Variable and equation declarations.

Objective function definition.

Model and solve statements.

part 10 (.avi 4.87 Mb)

part 10 (.zip 3.20 Mb)

Attributes controlled by the user.

part 5 (.avi 12.3 Mb)

part 5 (.zip 8.09 Mb)

Types of models (MIP, LP, and others)

part 11 (.avi 5.25 Mb)

part 11 (.zip 3.58 Mb)

Getting of exact optimal solution.

part 6 (.avi 90.3 Mb)

part 6 (.zip 59.4 Mb)

Display statement (.l)

Solvers available with GAMS.

Solver options.

How to run GAMS.

Compilation output.

Error messages.

Execution output.

Solver report.

part 12 (.avi 3.02 Mb)

part 12 (.avi 1.99 Mb)

More about GAMS.

 

 

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Conferences

Publications

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Hobbies

Numismatics, Sport, Photographing

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I appreciate remarks about my home-page:

 

developing site is partially supported by V. Potanin's Foundation

14.03.2016