{"id":10,"date":"2016-11-04T16:38:06","date_gmt":"2016-11-04T19:38:06","guid":{"rendered":"http:\/\/eventos.cmm.uchile.cl\/dgames2017\/?page_id=10"},"modified":"2017-01-11T14:31:50","modified_gmt":"2017-01-11T17:31:50","slug":"school","status":"publish","type":"page","link":"https:\/\/eventos.cmm.uchile.cl\/dgames2017\/school\/","title":{"rendered":"School on Equilibria in Games: existence, selection and dynamics"},"content":{"rendered":"

January 5-6 and 9-11, 2017<\/p>\n

Download the School Program<\/a> and School Topics<\/a>.
\n[su_button url=”http:\/\/eventos.cmm.uchile.cl\/dgames2017\/wp-content\/uploads\/sites\/40\/2016\/11\/School_Program_201701.pdf” target=”self” style=”default” background=”#FFCB05″ color=”#672D85″ size=”5″ wide=”no” center=”no” radius=”auto” icon=”icon: file-pdf-o” icon_color=”#672D85″ text_shadow=”none” desc=”” onclick=”” rel=”” title=”” class=””]School Program[\/su_button]\u00a0 [su_button url=”http:\/\/eventos.cmm.uchile.cl\/dgames2017\/wp-content\/uploads\/sites\/40\/2016\/11\/Program_School_Topics_201701_02.pdf” target=”self” style=”default” background=”#FFCB05″ color=”#672D85″ size=”5″ wide=”no” center=”no” radius=”auto” icon=”icon: file-pdf-o” icon_color=”#672D85″ text_shadow=”none” desc=”” onclick=”” rel=”” title=”” class=””]School Topics[\/su_button]<\/p>\n

Download the School presentations
\n<\/a>[su_button url=”http:\/\/eventos.cmm.uchile.cl\/dgames2017\/school-talks” target=”self” style=”default” background=”#FFCB05″ color=”#672D85″ size=”5″ wide=”no” center=”no” radius=”auto” icon=”icon: files-o” icon_color=”#672D85″ text_shadow=”none” desc=”” onclick=”” rel=”” title=”” class=””]School presentations[\/su_button]<\/p>\n

We expect to have two ( 1.5 hours) lectures for each lecturer and 4 lectures per day during 5 days, that is, a total of 20 lectures given by around 8 lectures covering aspects as:<\/p>\n

    \n
  1. Basic results on strategic equilibria, including pure, mixed strategies, Nash maps, Variational inequalities, Tarski, complementarity, super modularity, manifold of equilibria, nonatomic games, Wardrop, and Bayesian and correlated equilibria.<\/li>\n
  2. Extension of existence results: discontinuous games, games with set-valued payoffs, regularity and approximations, algorithms<\/li>\n
  3. Refinement and selections: normal and extensive form refinements, stability and extensions<\/li>\n
  4. Dynamics: Nash fields, index and attractors, learning procedures<\/li>\n
  5. Applications: congestion games, renegotiation, commitment games, algorithms for computing Nash equilibria, etc.<\/li>\n<\/ol>\n

    These topics will be focalized and\/or widened according to the confirmed speakers.<\/p>\n

    Confirmed Speakers<\/h3>\n