{"id":530,"global_id":"kmpb.physik.hu-berlin.de?id=530","global_id_lineage":["kmpb.physik.hu-berlin.de?id=530"],"author":"6","status":"publish","date":"2026-06-08 11:27:14","date_utc":"2026-06-08 09:27:14","modified":"2026-06-08 11:32:06","modified_utc":"2026-06-08 09:32:06","url":"https:\/\/kmpb.physik.hu-berlin.de\/index.php\/event\/an-approach-to-cft-from-topological-recursion-and-integrable-systems\/","rest_url":"https:\/\/kmpb.physik.hu-berlin.de\/index.php\/wp-json\/tribe\/events\/v1\/events\/530","title":"An approach to CFT from topological recursion and integrable systems","description":"<p>Announcing the talk in the upcoming maths-phys seminar: on Tuesday, 16 June, starting at 11:15, at BMS room 1.023, Rudower Chaussee 25, 12489 Berlin.<\/p>\n<p><b>Bertrand Eynard <\/b><em>(CEA Saclay)<\/em><\/p>\n<p>Titel: An approach to CFT from topological recursion and integrable systems<\/p>\n<p>Abstract: Conformal field theories (CFT) can be defined by a set of axioms (bootstrap axioms) and a challenge is to find mathematical objects satifying the axioms. Topological recursion (TR) is a procedure that, to a spectral curve (a complex curve immersed in a cotangent space) associates a sequence of meromorphic differentials. Using this sequence one can produce formal series that satisfy the axioms of CFT. Moreover this establishes a link with integrable systems.<\/p>","excerpt":"","slug":"an-approach-to-cft-from-topological-recursion-and-integrable-systems","image":false,"all_day":false,"start_date":"2026-06-16 11:15:00","start_date_details":{"year":"2026","month":"06","day":"16","hour":"11","minutes":"15","seconds":"00"},"end_date":"2026-06-16 12:30:00","end_date_details":{"year":"2026","month":"06","day":"16","hour":"12","minutes":"30","seconds":"00"},"utc_start_date":"2026-06-16 08:15:00","utc_start_date_details":{"year":"2026","month":"06","day":"16","hour":"08","minutes":"15","seconds":"00"},"utc_end_date":"2026-06-16 09:30:00","utc_end_date_details":{"year":"2026","month":"06","day":"16","hour":"09","minutes":"30","seconds":"00"},"timezone":"UTC+2","timezone_abbr":"UTC+2","cost":"","cost_details":{"currency_symbol":"","currency_code":"","currency_position":"","values":[]},"website":"","show_map":true,"show_map_link":true,"hide_from_listings":false,"sticky":false,"featured":false,"categories":[],"tags":[],"venue":[],"organizer":[],"custom_fields":[],"json_ld":{"@context":"http:\/\/schema.org","@type":"Event","name":"An approach to CFT from topological recursion and integrable systems","description":"&lt;p&gt;Announcing the talk in the upcoming maths-phys seminar: on Tuesday, 16 June, starting at 11:15, at BMS room 1.023, Rudower Chaussee 25, 12489 Berlin. Bertrand Eynard (CEA Saclay) Titel: An [&hellip;]&lt;\/p&gt;\\n","url":"https:\/\/kmpb.physik.hu-berlin.de\/index.php\/event\/an-approach-to-cft-from-topological-recursion-and-integrable-systems\/","eventAttendanceMode":"https:\/\/schema.org\/OfflineEventAttendanceMode","eventStatus":"https:\/\/schema.org\/EventScheduled","startDate":"2026-06-16T11:15:00+02:00","endDate":"2026-06-16T12:30:00+02:00","performer":"Organization"},"ticketed":false}