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DTSTAMP:20260619T041849Z
DESCRIPTION:\n	ISS Informal Systems Seminar\n\n\nSpeaker: Julian Pineda – Ki
 ng Abdullah University of Science and Technology\, Saudi Arabia \n\n \n\n 
 \n\n\n	\n\n	Presentation on YouTube.\n\n	Abstract: This talk examines a parti
 cular set of first-order mean-field games (MFGs) related to price formatio
 n. By utilizing Poincaré's Lemma\, we can remove one of the equations\, re
 ducing the problem to a single function known as the potential\, which pre
 sents a different approach to solving the MFGs system. By solving a convex
  variational problem\, we can determine the potential. Additionally\, we e
 stablish the relation between solutions of the MFGs system and the variati
 onal problem. To demonstrate our findings\, we apply them to the linear-qu
 adratic model.\n\n	[1] Y. Ashrafyan\, T. Bakaryan\, D. Gomes and J. Gutierr
 ez A Variational Approach For Price Formation Models In One Dimension. arX
 iv\, 2022.\n		[2] T. Bakaryan\, R. Ferreira and D. Gomes A potential approac
 h for planning mean-field games in one dimension Communications on Pure an
 d Applied Analysis\, 21\, 6\, 2147-2187\, 2022.\n\n	\n	Biography: Julian rec
 eived both B.S. in Mathematics and B.S. in Engineering in 2014 from Escuel
 a Colombiana de Ingenieria\, Colombia. After receiving his M.Sc. in Mathem
 atical Sciences in 2017 from Universidad Nacional Autónoma de México\, Méx
 ico\, he joined Professor Diogo Gomes in 2018\, where he is currently a Ph
 .D. candidate in applied mathematics at King Abdullah University of Scienc
 e and Technology\, Saudi Arabia. His research interests are primarily abou
 t the aspects of optimal control\, optimal transport\, calculus of variati
 ons\, and partial differential equations involved in mean-field games.\n\n
DTSTART:20230303T170000Z
DTEND:20230303T180000Z
LOCATION:CA\, ZOOM
SUMMARY:A Potential Approach for One-Dimensional Price Formation Models
URL:/cim/channels/event/potential-approach-one-dimensi
 onal-price-formation-models-351632
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