<cite id="2s4du"></cite>
    <rp id="2s4du"></rp>

  1. 寧波大學

    學術活動

    甬江數學講壇139講(2020年第66講)

    發布日期:2020-12-16 文章來源:數學與統計學院

    報告題目:Equidistribution of quadratic roots and applications to prime number theory 報告人:郗平(西安交通大學) 報告時間:2020年12月18日(星期五)15:30開始 報告地點:騰訊會議線上報告 會議ID:117 970 483 報告摘要:Given an irreducible quadratic polynomial of fixed discriminant, the quadratic roots mod m are expected to be equidistributed as m runs over reasonable sets. We will give a short historical survey on this topic, as well as our recent progress on the case of friable moduli (based on the joint with Cécile Dartyge and Jie Wu). Moreover, a reasonable equidistribution can also lead to non-trivial multiplicative structures in prime number theory, and an application to a special case of Schinzel hypothesis will be discussed in this talk. The underlying tools will include Gauss’s correspondence in the theory of binary quadratic forms and arithmetic exponent pairs for trace functions developed by Jie Wu and the speaker. 報告人簡介:郗平,西安交通大學教授、博士生導師,主要研究領域為數論,涉及代數跡函數的解析理論、素數分布、篩法及自守形式等方面的研究。研究成果發表于Inventiones mathematicae、Compositio Mathematica、International Mathematics Research Notices、Mathematische Zeitschrift等國際數學期刊。目前主持國家杰出青年科學基金、國家自然科學基金面上項目及中法合作交流項目各一項。

    上一條:植物病毒學研究所—“微生物生態與土壤健康”系列學術報告會 下一條:甬江數學講壇138講(2020年第65講)

    關閉

    最挣钱的棋牌游戏 www.carahedgepeth.com:潜江市| www.musicrepgroup.com:镇江市| www.sbwjy.com:雷州市| www.18a1.com:巴林左旗| www.syyunshengs.com:济南市| www.qhsjb.com:灵璧县| www.ah-zszs.com:三明市| www.freeportluxembourg.com:永顺县| www.jfsjt.com:长沙市| www.quintamontepalmira.com:洛阳市| www.themufflerhouse.com:都匀市| www.351873.com:额尔古纳市| www.johnhunterregatta.com:北票市| www.zxphy.com:雅安市| www.chuanweimuye.com:丰城市| www.274252.com:邵阳县| www.favepet.com:双江| www.chenseo.com:桓仁| www.mkhew.com:综艺| www.ps3usbjailbreak.com:开鲁县| www.548458.com:阜城县| www.bieber-fever.net:邢台市| www.hnhuidasw.com:静海县| www.bungalowsvicksol.com:镇远县| www.nc633.com:兴宁市| www.pairtrip.com:江西省| www.calentopia.com:娄烦县| www.szcompro.com:海南省| www.l248.com:介休市| www.orodfish.com:澄迈县| www.amysplaceforyouth.org:广东省| www.i-remax.com:崇文区| www.sqyztzzxyxgs.com:昌宁县| www.suntikputihdahlia.net:伊春市| www.hoian-tailors.com:梧州市| www.tjszdec.com:苍南县| www.zhukao001.com:临沧市| www.mwhhs.com:施甸县| www.enselo.com:凤冈县| www.xirunjiaoyu.com:沙湾县| www.crystaltunisia.com:固安县| www.a-leap-of-faith.com:营口市| www.maritimelawyer-china.com:宁乡县| www.pieelectronics.com:临泽县| www.90wlog.com:依兰县| www.cxpfx.cn:房产| www.tj-mro.com:灵台县| www.g888886.com:旺苍县| www.jnzwt.cn:蓬莱市| www.tj-dqhcjt.com:靖宇县| www.lllkz.cn:泸西县| www.fzv0.com:拜泉县| www.yuezhan88.com:平塘县| www.cp5592.com:望江县| www.05ol.com:于田县| www.ys2003.com:桐城市| www.alamat-sekolah.com:广南县| www.tredadlar.com:江山市| www.wrenandlark.net:澄迈县| www.imitrexinfo.org:肃宁县| www.cloud-place.com:舒城县| www.dreclements.com:宜城市| www.beihaihurong56.com:安泽县| www.navette-9.com:古交市| www.youjjez.com:启东市| www.farmaboti.com:海城市| www.happyholiday-gd.com:鸡泽县| www.jinlanwanmuye.com:沧州市| www.kaihongmtc.com:宣武区| www.madlypopn.com:保亭| www.museumsinhoustontx.com:墨脱县| www.amysplaceforyouth.org:延庆县| www.higlobee.com:红安县| www.7vui.com:安新县| www.sqtextiles.com:红桥区| www.showganzi.com:濮阳市| www.dwbkp.cn:西乌| www.impresacreative.com:兖州市| www.chilloutcolor.com:五台县| www.zhjdyx.com:栾城县| www.sadosanmakina.com:抚顺县| www.xuenaruipet.com:调兵山市| www.apachasdesign.com:女性| www.643950.com:潢川县|