技能报告三则

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报告题目一:The corona problem for the multiplier algebras of Qk spaces


报告人:Hasi Wulan(Shantou University)

报告时间:2019年12月12日10:00-10:40

报告地点:数学部713

报告摘要:The famous Corona Theorem proved by L.Carleson (1962) answers affirmatively a question raised by S. Kakutani (1941) as to whether the open unit disc in the complex plane is dense in the maximal ideal space of the Banach algebra of bounded analytic functions. As a by-product of L. Carleson's work on the corona problem, the Carleson measure was invented which itself is a very useful tool in modern function theory. In this talk, I will mention the corona problem and show the corona theorem and the Wolff theorem for the multiplier algebra M(Qk). 

报告人概况:乌兰哈斯,男,蒙古族,1998年在东芬兰企业获硕士学历,汕头企业数学部导员、特点生导员;主持完成国内自然科技基金项目6项。目前,主持在研国内自然科技基金要点全球合作项目(2018.1-2022.12),在J. Funct. Anal等技能期刊发表作文80余篇,在Springer出版专著M?bius Invariant Qk Spaces。曾获得全国民族地区杰出少年、有突出贡献的中少年专家、曾宪梓讲解基金会全国优秀导员二等奖、李嘉诚基金会卓越传授奖、广东省高等集团传授名师、全国模范导员、广东省科技技能奖(自然科技类)二等奖等。曾任中国数协会理事、广东省数协会副理事长。 



报告题目二:The Integration on Fractal Sets


报告人:苏峰(Guangzhou Maritime University)

报告时间:2019年12月12日10:40-11:20

报告地点:数学部713


告摘要:The theory of integration to mathematical analysis is so important that many mathematicians continue to developed new theory to enlarge the class of integrable functions and simplify the Lebesgue theory integration. In this paper, by slight modifying the definition of the Henstock integral which was introduced by Jaroslav Kurzweil and Ralph Henstock, we present a new definition of integral on fractal sets. Furthermore, its integrability has been discussed, and the relationship between differentiation and integral is also established. As an example, the integral of Cantor function on Cantor set is calculated.

报告人概况:苏峰,男,汉族,1994年在武汉企业数学部获硕士学历,研讨方向为分形几

何及其应用,2012年在加拿大McMaster企业获硕士学历,研讨方向为统计学,从事生存分析方面的研讨工作。广州航海企业导员。




报告题目三:Representations and applications of meromorphic solutions of some odd higher order algebraic differential equations


报告人:袁文俊(广州企业导员)

报告时间:2019年12月12日11:20-12:00

报告地点:数学部713

报告摘要: In this talk, we introduce some results of representations and existence of meromorphic solutions of some odd higher order algebraic differential equations with constant coefficients and dominant term by using the Nevanlinna's value distribution theory. Many results are the corollaries of our results, and we also introduce the complex method to find all traveling wave exact solutions of corresponding partial differential equations, and the characteristic of real elliptic functions. Our results show that the complex method provide a powerful mathematical tool for solving great many nonlinear partial differential equations in mathematical physics.

报告人概况:

袁文俊:男,汉族,1998年在中国科企业数学研讨所获得硕士学历。广州企业广州学者特聘导员,特点生导员。美国数学评论评论员、数学辞海复变函数论编委、国内与广东省自然科技基金项目评议人。主要从事复分析及其应用方向的技能研讨工作。已在国内外《中国科技》等40余种专长期刊上公开发表技能研讨作文170篇,其中国内核心期刊与境外期刊发表120篇(权威核心17篇,SCI、EI或ISTP检索70篇)。出版专著1部,发表译文5篇。主持完成国内自然科技基金资助项目(11271090; 10471028) 两项、广东省自然科技基金资助项目(S2012010010121; 020586)两项以及一项广州市国企研讨计划资助项目(2006)、新疆省教委要点资助项目和校级要点资助项目两项;参加完成国内与广东省自然科技基金资助项目(19971091;10771220;2016A030310257;2015A030313346)各两项、国内发改委硕士点基金(200810780002)和广州市研讨计划资助项目(2004J1-C0333)各一项,广州市国企研讨计划资助项目(01-7,2025,62035)三项。获省级优秀作文二等奖一项并获省级成果登记。2014年2月获广东省第七届优秀传授成果二等奖,排名第三。


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