• <source id="mrfps"><menuitem id="mrfps"></menuitem></source>
  • <source id="mrfps"></source>

    學術交流
    位置: 首頁 > 學術交流 > 正文

    蘇中根: Fluctuations on Plancherel interger partitions around its limit shape

    時間:2020-12-27來源:數學學院

    報告時間:2020年12月28日(星期一)10:00

    報告地點:翡翠湖校區翡翠科教樓B座1710室

    :蘇中根 教授

    工作單位浙江大學

    舉辦單位:數學學院

    報告簡介

    For a natural number n, let Pn be the space of all integer partitions λ of n, namelyλ=(λ1, λ2,..., λl) such that λ1≥λ2≥???≥λl and λ12+???+λl=n. Let Ppl (λ)=(dλ^2)/n!, where dλ stands for the number of all standard Young tableaux with shape λ. A remarkable result, almost simultaneously obtained by Logan and Shepp, Vershik and Kerov in the seventies, is that there is a limit shape ω(x) for suitably scaled λ under the probability measure Ppl. In this talk we will report a Gaussian fluctuation result for λ([√n x]) around the shape curve ω(x). The result complements, in a striking way, the well-known theorem of Kerov on the generalized Gaussian convergence. The proofs are based on the poissonization techniques and the Costin-Lebowitz-Soshnikov central limit theorem for determinantal point processes.

    報告人簡介

    蘇中根教授于1995年在復旦大學數學研究所獲理學博士學位,現任浙江大學數學科學院統計學教授、博導、統計研究所副所長。主要研究領域是概率極限理論、統計大樣本理論、隨機矩陣、高維數據分析等,應邀多次訪問美國、英國、德國、韓國等大學的數學系、統計系。先后主持國家自然科學基金面上項目5項,浙江省自然科學基金杰出青年團隊項目1項等,在Probab. Theory Related Fields,J. Theoret. Probab.,Electron. J. Probab.等高水平期刊發表論文50余篇,榮獲2012年度全國普通高等學校優秀教材一等獎。

    關閉

    V9娱乐彩票 www.alexferrismedia.com:苍山县| www.caa-w.com:宁都县| www.melgog.com:崇信县| www.108ccc.com:洛南县| www.spotcoolstuff.net:顺平县| www.quocnc.com:安徽省| www.asramled.com:疏勒县| www.jinshayule53.com:乡城县| www.344hhgz.com:永泰县| www.messagefacts.org:正宁县| www.internationalchalice.com:峨眉山市| www.jln9.com:华容县| www.thewavesmalta.com:宣武区| www.01gyrc.com:大洼县| www.haofzjia.com:嫩江县| www.brandshoesbar.com:靖宇县| www.tarotcardadvisor.com:潼南县| www.ivtvalvesindia.com:金川县| www.barnfrog.com:手机| www.mercadotecniaglobal.com:林西县| www.rbdp668.com:盐池县| www.wartapasar.com:镇康县| www.eqmadmin.com:威信县| www.voipepoch.com:苍梧县| www.magic-ts.com:吕梁市| www.freemovieswatch.org:周至县| www.pastelperfecto.com:灵璧县| www.k6558.com:申扎县| www.legallois-ycymro.com:福建省| www.techintw.com:保康县| www.drlitchman.com:平乡县| www.hg34678.com:杭锦后旗| www.fionatate.com:靖边县| www.sunmesjournals.com:宝坻区| www.myomahaphysicaltherapy.com:驻马店市| www.798666v.com:阳信县| www.jxzfhj.com:广宁县| www.innovatech-peru.com:孟村| www.wed-direct.com:嘉义县| www.uniahes.com:星座| www.adipexdietpillblog.com:班玛县| www.voipepoch.com:娱乐| www.mfggn.com:汝城县| www.maranathawichita.com:宜春市| www.a3gteam.com:花莲县| www.plg-light.com:康马县| www.9e-9e.com:铜山县| www.impobol.com:邵阳市| www.sdgfgj.com:沈阳市| www.hg41678.com:湖南省| www.jackherbflorist.com:南投县| www.3eew.com:中超| www.xlodz.com:利川市| www.zhjdyx.com:永善县| www.eoilc.com:宁城县| www.99533b.com:曲松县| www.cp3115.com:彰化县| www.m2992.com:新源县| www.xbcncp.com:镇康县| www.fomrf.org:团风县| www.therapy-space.com:即墨市| www.jybncm.com:墨江| www.qxtongbeng.com:镇雄县| www.leadpcba.com:镇康县| www.goodgirltoys.com:上杭县| www.simonsapartments.com:四子王旗| www.ugqwh.com:巴马| www.truckfines.com:重庆市| www.the-youngers.org:四平市| www.shannonrenfrew.com:八宿县| www.cm766.com:山阴县| www.w-wha.org:新余市| www.mrhealy.com:大方县| www.myrtlebeachrealestatetips.com:辽宁省| www.w6882.com:余干县| www.natural-cuba.com:鄂州市| www.prddisplay.com:女性| www.communitydininghub.com:义乌市| www.practicalitstrategy.com:武汉市| www.freebie-host.com:四会市| www.thetalisker.com:漯河市| www.zb677.com:南安市| www.compassionhealing.com:土默特左旗| www.sunn99.com:腾冲县|