{"2e8b18bc38a1c11e52c7497f4e0b1a90elkepeter":{"DOI":"10.1007/BF02392782","ISBN":"","ISSN":"0001-5962","URL":"https://doi.org/10.1007/BF02392782","abstract":"","annote":"","author":[{"family":"Laptev","given":"Ari"},{"family":"Weidl","given":"Timo"}],"citation-label":"MR1756570","collection-editor":[],"collection-title":"","container-author":[],"container-title":"Acta Math.","documents":[],"edition":"","editor":[],"event-date":{"date-parts":[["2000"]],"literal":"2000"},"event-place":"","id":"2e8b18bc38a1c11e52c7497f4e0b1a90elkepeter","interhash":"34327ad7d998d16e20752c390197637d","intrahash":"2e8b18bc38a1c11e52c7497f4e0b1a90","issue":"1","issued":{"date-parts":[["2000"]],"literal":"2000"},"keyword":"high IADM inequalities Lieb-Thirring Sharp Weidl dimensions","misc":{"mrclass":"35P15 (35J10 47F05 81U05)","mrreviewer":"G\\\"{u}nter Berger","mrnumber":"1756570","issn":"0001-5962","doi":"10.1007/BF02392782"},"note":"","number":"1","number-of-pages":"24","page":"87--111","page-first":"87","publisher":"","publisher-place":"","status":"","title":"Sharp Lieb-Thirring inequalities in high dimensions","type":"article-journal","username":"elkepeter","version":"","volume":"184"}}