{"record":{"leader":"cx  j22     3  45","datafield":[{"ind2":" ","ind1":" ","subfield":[{"code":"a","content":"http://catalogue.bnf.fr/ark:/12148/cb16561878g"},{"code":2,"content":"BNF"},{"code":"d","content":20150928}],"tag":"033"},{"ind2":" ","ind1":" ","subfield":[{"code":"a","content":"FRBNF165618789"},{"code":"z","content":"FRBNF16561878"}],"tag":"035"},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"20111216afrey50      ba0"},"tag":100},{"ind2":" ","ind1":" ","subfield":[{"code":"a","content":2},{"code":"b","content":1},{"code":"c","content":1}],"tag":106},{"ind2":" ","ind1":" ","subfield":{"code":"b","content":"rameau"},"tag":152},{"ind2":" ","ind1":" ","subfield":[{"code":7,"content":"ba0yba0y"},{"code":9,"content":"#"},{"code":"a","content":"Groupes de Weyl"}],"tag":250},{"ind2":" ","ind1":" ","subfield":[{"code":7,"content":"ba0yba0y"},{"code":9,"content":"#"},{"code":"a","content":"Weyl, Groupes de"}],"tag":450},{"ind2":" ","ind1":" ","subfield":[{"code":3,"content":"052537196"},{"code":5,"content":"g|xxx"},{"code":7,"content":"ba0yba0y"},{"code":"a","content":"Coxeter, Groupes de"}],"tag":550},{"ind2":" ","ind1":" ","subfield":[{"code":"a","content":510},{"code":"c","content":"Mathématiques"},{"code":2,"content":"Note de regroupement par domaine"}],"tag":686},{"ind2":0,"ind1":" ","subfield":[{"code":"a","content":"FR"},{"code":"b","content":"FR-751131015"},{"code":"c","content":20120105}],"tag":801},{"ind2":3,"ind1":" ","subfield":[{"code":"a","content":"FR"},{"code":"b","content":"Abes"},{"code":"c","content":20190222},{"code":"g","content":"AFNOR"}],"tag":801},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"Encycl. universalis (art. : Groupes (mathématiques) : Groupes de Lie) - http://www.universalis-edu.com (2012-01-05)"},"tag":810},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"Représentations l-modulaires d'un groupe réductif p-adique avec l≠p / M.-F. Vignéras, 1996"},"tag":810},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"Éléments de mathématique. Groupes et algèbres de Lie. Chapitre 9 / N. Bourbaki, 2007"},"tag":810},{"ind2":" ","ind1":" ","subfield":[{"code":"a","content":"Réforme Rameau janvier 2019 Td ouverte à la subd. géogr."},{"code":"d","content":20190215}],"tag":898},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"Groupes de Weyl"},"tag":950},{"ind2":" ","ind1":" ","subfield":{"code":"a","content":"Weyl, Groupes de"},"tag":951}],"controlfield":[{"tag":"001","content":157176924},{"tag":"003","content":"http://www.idref.fr/157176924"},{"tag":"004","content":20111216},{"tag":"005","content":20190222195805},{"tag":"006","content":141182103},{"tag":"007","content":1999},{"tag":"008","content":"Td8"}]}}
