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SUMMARY:High Dimensional Probability and Analysis\, Continuous and Discret
 e
DTSTART:20270419T063000Z
DTEND:20270709T153000Z
DTSTAMP:20261010T174200Z
UID:indico-event-16291@indico.math.cnrs.fr
CONTACT:HDPA2027@ihp.fr
DESCRIPTION: \nThematic trimester programme with short courses\, seminars
  and workshops\nApril 19th to July 9th\, 2027 at the Institut Henri Poinca
 ré\, Paris\nREGISTRATION IS FREE AND MANDATORY\nClick here to register fo
 r the trimester\nIMPORTANT WARNING:  Scam / Phishing / SMiShing ! Note t
 hat ill-intentioned people may be trying to contact some of participants b
 y email or phone to get money and personal details\, by pretending to be p
 art of the staff of the conference center.  IHP and the organizers will N
 EVER contact you by phone on this issue and will NEVER ask you to pay for 
 accommodation/ board / possible registration fee in advance. \nDeadline f
 or financial support request is October 15\, 2026\nRecent trends at the in
 terface between information theory\, probability\, statistics and high-dim
 ensional geometry raise new questions on the role and importance of entrop
 y in the understanding of both asymptotic and finite range phenomena\, in 
 particular towards discrete structures and applications to areas such as q
 uantum information\, percolation and random matrices. Recent fruitful deve
 lopments warrant imminent blossom of new ideas and results in this area in
  the near future.\nAnother central theme at the interface of High-Dimensio
 nal Probability and Convexity is the study of isoperimetric properties of 
 log-concave measures (including isoperimetric-type questions related to co
 nvex bodies). This is not a mere curiosity: convexity and isoperimetry pla
 y an important role in the study of concentration of measure phenomena whi
 ch is crucial for harnessing various high-dimensional effects in Probabili
 ty as well as several applied fields.\nThe scope of the semester includes 
 developing further connections between Information Theory and Convexity\, 
 in all of the different directions described above. The semester will aim 
 to strengthen these powerful interdisciplinary methods\, aiming towards ch
 allenging issues and applications\, including the isoperimetry questions f
 or log-concave measures\, and super-concentration properties of models fro
 m random matrix theory and statistical mechanics.\nThe semester’s object
 ive is to foster cross-fertilization between probability\, analysis\, info
 rmation theory and convex geometry (continuous and discrete). By organizin
 g two thematic pre-schools\, we will ensure active participation by junior
  researchers\, which should have a lasting effect on their careers\, as we
 ll as influence the routes along which these research areas will be develo
 ped in the future. Our two workshops will further provide opportunities fo
 r many re- searchers from across the globe to interact and collaborate. We
  believe that close interactions between these disciplines are a necessary
  condition to address many mathematical challenges raised in the last deca
 des\, and that the timing is optimal to bring together all these powerful 
 ideas which have been recently developed in several communities. Therefore
 \, our proposed semester program will have a strong and lasting impact on 
 High-Dimensional Probability\, Convexity and Analysis as a whole. \n \nI
 ntroductory School at CIRM\, Marseille\nApril 19th to 23rd\, 2027 — Intr
 oductory school: Convexity and Information Theory at CIRM (Marseille):\nA 
 separate registration is needed for the school:Link to registration\nEvent
 s taking place at IHP\, Paris\nMay 10 to 14\, 2027 — Workshop 1 - Convex
 ity and Information Theory\nJune 14 to 18\, 2027 — School: asymptotic ge
 ometric analysis and functional inequalities\nJuly 5 to 9\, 2027 — Works
 hop 2 - Asymptotic geometric analysis and functional inequalities\nOrganis
 ing committee:\n\nMax Fathi (Université Paris Cité)\nAldéric Joulin (Un
 iversité de Toulouse)\nGalyna Livshyts (Georgia institute of Technology)\
 nJames Melbourne (CIMAT)\nCyril Roberto (Université Paris Nanterre)\nMart
 a Strzelecka (University of Warsaw)\n\nScientific committee:\n\nShiri Arts
 tein-Avidan (Tel Aviv University)\nFranck Barthe (Université de Toulouse)
 \nSergey Bobkov (University of Minnesota)\nMonika Ludwig (Technische Unive
 rsität Wien) \nRamon van Handel (Princeton University)\nArtem Zvavitch (
 Kent State University)\n\n \nBack to the thematic trimester main page \n
 ------------------------------------\nProgramme coordinated by the Centre 
 Emile Borel at IHP\n \nSorbonne Université\, CNRS\n\nhttps://indico.math
 .cnrs.fr/event/16291/
LOCATION:Amphitheater Darboux/Hermite (IHP)
URL:https://indico.math.cnrs.fr/event/16291/
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