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Regular version of the site
Contacts

Dean — Ivan Arzhantsev

 

First Deputy Dean— Tamara Voznesenskaya

 

Deputy Dean for Research and International Relations - Sergei Obiedkov

 

Deputy Dean for finance and administration - Irina Plisetskaya

 

Dean's office
 

Phone: +7 (495) 772-95-90 * 12332

computerscience@hse.ru

125319, Moscow, 3 Kochnovsky Proezd (near metro station 'Aeroport'). 

Events
Article
First measurement of the CP-violating phase ϕdds in B s 0 → (K+π−)(K−π+) decays

Ratnikov F., Баранов А. С., Borisyak M. A. et al.

Journal of High Energy Physics. 2018. Vol. 2018. P. 1-31.

Book chapter
Efficient Mining of Subsample-Stable Graph Patterns

Buzmakov A. V., Kuznetsov S., Napoli A.

In bk.: 2017 IEEE 17th International Conference on Data Mining (ICDM). New Orleans: IEEE, 2017. Ch. 89. P. 757-762.

Book chapter
Spatially Adaptive Computation Time for Residual Networks

Figurnov M., Collins M. D., Zhu Y. et al.

In bk.: Proceedings of the IEEE Conference on Computer Vision and Pattern Recognition (CVPR 2017). Curran Associates, Inc., 2017. P. 1039-1048.

Article
Structural Instability in Single-Crystal Rare-Earth Scandium Borates RESc3(BO3)4

Kuz’micheva G. M., Kaurova I. A., Rybakov V. B. et al.

Crystal Growth & Design. 2018. Vol. 18. No. 3. P. 1571-1580.

Mini-course "Topics in Game Theory". Lecturer: Vladimir Gurvich

Event ended

On September 18-19, 2017 Vladimir Gurvich will give a mini-course "Topics in Game Theory".
Address: Faculty of computer science, Kochnovsky proezd, 3.
Language: English

Schedule:

18.09.2017     12:10-15:00 (room 509)
19.09.2017     16:40-19:00 (room 300)
For the pass to the building email to evavilova@hse.ru


Abstract 

In this mini-course we outline some classes of games solvable in pure strategies. The n-person games in both normal and positional forms are considered. Yet, we restrict ourselves by only the simplest classical concepts of solution: mostly by the Nash equilibrium; also the domination equilibrium and the core will be considered if time permits. We recall some general, old and new, criteria of solvability in pure strategies based on the notions of the effectiviity function and game form.

There are no prerequisites required.