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銆銆11鏈20鏃ヤ笅鍗堬紝甯傚涔﹁闄堟旦浠モ滄垜鍜屾垜鐨勬箹宸炩濅负棰橈紝鏉ユ牎涓哄湪婀栭珮鏍″笀鐢熶唬琛ㄤ綔瀹ｈ鎶ュ憡銆傚壇甯傞暱鐭充竴濠凤紝婀栧窞瀛﹂櫌鍏氬涔﹁閲戞尝锛屾箹宸炶亴闄㈠厷濮斾功璁伴噾娣﹁嫳锛屽競濮旂涔﹂暱瀹嬫尝锛屽競鐩村睘鏈夊叧閮ㄩ棬涓昏璐熻矗浜猴紝婀栧窞瀛﹂櫌銆佹箹宸炶亴闄㈢浉鍏虫牎棰嗗锛屾牎棰嗗鐝瓙... [璇︽儏]
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銆銆鎶ュ憡棰樼洰锛欳ontent systems and graded cellular bases of cyclotomic KLR algebras銆銆鎶ュ憡浜猴細鑳″郴鏁欐巿锛堝寳浜悊宸ュぇ瀛︼級銆銆鏃堕棿锛2024骞12鏈12 鏃 16:00-17:00銆銆鍦扮偣锛氱悊瀛﹂櫌1鍙锋ゼ1-301銆銆鎽樿锛欳yclotomic KLR algebras are a family of remarkable finite dimensional $Z$-graded algebras which have found many important applications in representation theory, categorification of quantum groups and low dimensional topology. In the case of type A, Mathas and I have constructed homogeneous cellular bases for these algebras. In this talk, I will introduce
銆銆鎶ュ憡棰樼洰锛氭晱鎰熼噾灞為攤鐢垫睜鏉愭枡寰昂搴︾爺绌躲銆鎶ュ憡浜猴細鍒樿偛浜紙娴欐睙宸ヤ笟澶у锛夈銆鏃堕棿锛12鏈12鏃ワ紙鏄熸湡鍥涳級10:00-11:00銆銆鍦扮偣锛氱悊瀛﹂櫌1-401銆銆鎶ュ憡鍐呭锛氥銆鏈姤鍛婂皢鍥寸粫楂樻瘮鑳介噾灞為攤鐢垫睜涓姛鑳藉鍚堢晫闈㈢殑寰鏋勬晥鍏崇郴鐮旂┒锛岄拡瀵圭晫闈㈠姛鑳藉鍚堢粨鏋勭殑褰㈡垚鏈虹悊涓庢紨鍙樿寰嬬瓑鍏抽敭绉戝闂锛屼粠绾崇背灏哄害璁ㄨ骞舵彮绀洪噾灞為攤浜屾鐢垫睜涓姛鑳藉鍚堢晫闈綔鐢ㄦ満鍒讹紝灞曠ず鏁忔劅鐢垫睜鏉愭枡寰瑙ｆ瀽鍙婅皟鎺х殑鐗硅壊绯诲垪鐮旂┒锛1.寤虹珛浜嗚嚜缁勮鍗曞垎瀛愬眰鏋勭瓚楂樼ǔ瀹氭ч攤闃虫瀬鐣岄潰鐨勬櫘閫傛ф柟娉曪紝棣栨鍙戠幇闀跨▼鏈夊簭鍒嗗瓙杩樺師鐢佃В璐ㄧ殑鐣岄潰鍌寲浣滅敤锛岃В鍐充簡鐢佃В璐ㄤ笉鍙帶鍒嗚В鐨勭獊鍑洪毦棰樸2.鍙戝睍浜嗘晱鎰熼珮鍒嗗瓙鍙婇噾灞為攤鐣岄潰绾崇背灏哄害鍙鍖栫殑琛ㄥ緛鏂规硶锛岀巼鍏堜互瀹為獙楠岃瘉浜嗚繎50骞寸殑鑱氬悎鐗╁浐鎬佺數瑙ｈ川鐣岄潰缁撴瀯鐨勭悊璁洪娴嬨3.鎻愬嚭浜嗗姛鑳藉鍚堢粨鏋勫鐣岄潰鐨勭ǔ瀹氭満鍒讹紝鑾峰緱浜嗘渶楂樺惊鐜ǔ瀹氭т箣涓鐨勯珮姣旇兘閲戝睘閿傜數姹犮傘銆鎶ュ憡浜虹畝浠嬶細銆銆娴欐睙宸ヤ笟澶у鏉愭枡绉戝涓庡伐绋嬪闄㈠壇闄㈤暱锛屾暀鎺堬紝鍗氬＋鐢熷甯堬紝鍥藉绾ч潚骞翠汉鎵嶃傛湰绉戞瘯涓氫簬娴欐睙澶у绔哄彲妗㈣崳瑾夊闄紝娴欐睙澶у楂樺垎瀛愭潗鏂欏崥澹浣嶏紝2018骞6鏈堝姞鍏ユ禉姹熷伐涓氬ぇ瀛︽潗鏂欏闄備富瑕佺爺绌舵柟鍚戜负楂樻瘮鑳戒簩娆＄數姹犲姛鑳藉鍚堢晫闈㈢殑绾崇背灏哄害缁撴瀯婕斿彉瑙勫緥涓庤皟
銆銆鎶ュ憡棰樼洰锛歐eighted norm inequalities for singular integral operators controlled by different norms銆銆鎶ュ憡浜猴細鍚存柊宄版暀鎺堬紙鍖椾含鐭夸笟澶у锛夈銆鏃堕棿锛2024骞12鏈11 鏃 14:00-16:00銆銆鍦扮偣锛氳吘璁細璁細431-325-193銆銆鎽樿锛歂agel, Ricci, Stein and Wainger introduced and studied two classes of kernels, which locally characterize the kernels of the composition operators arising in the $\bar{\partial}$-Neumann problem in complex analysis. We introduce and study a maximal function associated with a sub-collection of product rectangles. This maximal func
銆銆涓婚锛氱暐璋堟棩鏈殑瀹嬮煹鏂囧寲閬楀瓨銆銆鏃堕棿锛2024骞12鏈4鏃ワ紙鍛ㄤ笁锛14:00銆銆鍦扮偣锛氬鍥借瀛﹂櫌4-217銆銆涓昏浜虹畝浠嬶細姹熼潤锛屽コ锛屾禉姹熷ぇ瀛﹀崥澹傜幇涓烘禉姹熷伐鍟嗗ぇ瀛︿笢鏂硅瑷涓庡摬瀛﹀闄㈡暀鎺堛佸崥瀵笺侀櫌闀裤傚吋浠讳腑鍥芥棩鏈彶瀛︿細鍓細闀裤佹禉姹熺渷涓棩鍏崇郴鍙插浼氫細闀裤備富瑕佺爺绌堕鍩熸湁锛氫腑鏃ユ枃鍖栦氦娴佸彶銆佹棩鏈枃鍖栫瓑銆傛浘涓绘寔鍥藉绀剧鍩洪噾閲嶇偣椤圭洰1椤广佹暀鑲查儴椤圭洰1椤广佺渷绀剧瑙勫垝閲嶇偣椤圭洰3椤广佹澀宸炲競绀剧瑙勫垝閲嶇偣椤圭洰3椤圭瓑銆傚嚭鐗堢殑涓昏钁椾綔鏈夈婅荡鏃ュ畫鍍ф棤瀛︾鍏冪爺绌躲嬨併婃棩钘忓畫鍏冪鍍уⅷ杩归夌紪銆嬬瓑6閮ㄣ傚湪銆婃禉姹熷ぇ瀛﹀鎶ワ紙浜烘枃绀剧鐗堬級銆嬨婃枃鐚嬨婃棩璇涔犱笌鐮旂┒銆嬨婃禉姹熺ぞ浼氱瀛︺嬬瓑鏉傚織涓婂彂琛ㄨ鏂50浣欑瘒銆
銆銆2024骞11鏈20鏃ワ紝婀栧窞鍙戝竷鎶ラ亾甯傚涔﹁闄堟旦鏉ユ垜鏍′负鏈競楂樻牎甯堢敓浠ｈ〃浣滃璁叉姤鍛婏紝閾炬帴濡備笅锛歨ttps://mp.weixin.qq.com/s/AosgpUvJHA4EskADwVd4yA
銆銆2024骞11鏈20鏃ワ紝鏂板崕绀句笂娴烽閬撴姤閬撹殨涓濈桓鏂囧寲涓庢暀瀛︾爺璁ㄤ細鍦ㄥ畨鍚夐粍娴︽睙婧愪妇鍔炪傜爺璁ㄤ細鐢辨箹宸炲笀鑼冨闄㈡暀鑲查儴涓崕浼樼浼犵粺鏂囧寲锛堣殨涓濈桓锛変紶鎵垮熀鍦板拰銆婁腑鍥借殨涓氥嬫潅蹇楃ぞ鑱斿悎涓诲姙銆佸畨鍚夐粍娴︽睙婧愭梾娓稿紑鍙戞湁闄愬叕鍙稿崗鍔炪傞摼鎺ュ涓嬶細 https://h.xinhuaxmt.com/vh512/share/12285847?d=134dae0channel=weixintime=1732147974246
銆銆2024骞11鏈18鏃ワ紝鍏夋槑鏃ユ姤瀹㈡埛绔姤閬2024骞粹淪tyle 3D鏉濈鍏眾娴欐睙鐪佸ぇ瀛︾敓鏈嶈鏈嶉グ鍒涙剰璁捐澶ц禌鍐宠禌鍦ㄦ垜鏍′妇鍔炪傞摼鎺ュ涓嬶細 https://app2.gmdaily.cn/as/opened/n/e11779c935384a1eab3897d76dd19fdd
銆銆2024骞11鏈29鏃ワ紝瀛︿範寮哄浗婀栧窞骞冲彴鎶ラ亾鎴戞牎缁忔祹绠＄悊瀛﹂櫌鐨勨滄偊璇昏柂浼犫濆洟闃燂紝铻嶈嚜韬笓涓氭墍闀匡紝鑷村姏浜庘滄箹宸炵孩鑹茶捣鐐光濇綖鏉戠殑绾㈣壊绮剧浼犳挱浠ュ強涔℃潙鏂囧寲浼犳壙涓庢尟鍏淬傞摼鎺ュ涓嬶細 https://article.xuexi.cn/articles/index.html?art_id=8838392239940291894t=1732851521275showmenu=falsecdn=https%3A%2F%2Fregion-zhejiang-resourcestudy_style_id=feeds_opaquesource=shareshare_to=wx_singleitem_id=8838392239940291894ref_read_id=21d01e00-1936-4b03-97b4-e5ecb5bcb290_1733792011800
