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115周年校慶“學術(shù)華農(nóng)”系列活動之0110:數(shù)信學院系列講座 Ternary Grassmann algebras and Fock spaces with a view to hypersymmetry

來源單位及審核人: 編輯:審核發(fā)布:數(shù)學與信息學院發(fā)布時間:2024-04-30

Add: 483 Wushan Road, Tianhe district, Guangzhou, P.R.China

Website: http://youworhy.com

Postal Code: 510642



華南農(nóng)業(yè)大學數(shù)信學院系列講座

報告人:Paula Cerejeiras教授(阿威羅大學)

題目一:  Ternary Grassmann algebras and Fock spaces with a view to hypersymmetry

Curvature detection using TaylorletsCurvature detection using TaylorletsCurvature detection using TaylorletsCurvature detection using TaylorletsCurvature detection using TaylorletsCurvature detection using TaylorletsCurvature detection using Taylorlets日期:2024716

時間:9:30-11:00(北京時間)

地點:數(shù)學與信息學院西樓605

摘要: Supersymmetry is based on Z2-graded algebras, of which Clifford and Grassmann algebras are classical examples as they allows us to consider a Fock space of monogenic function and build most of the necessary ingredients for a theory of entire functions. But more general settings (for example, quarks) require a more general type of supersymmetry. In this talk we shall present the groundwork for an Ito;/Malliavin stochastic calculus and a Hida’s white noise analysis in the context of a supersymmetry based on Z3-graded algebras. To this end, we establish a ternary Fock space and the corresponding strong algebra of stochastic distributions and present its application in the study of stochastic processes.

題目二Pseudo-differential Operator Calculus in Discrete Clifford Analysis

日期:2024716

時間:11:00-12:30(北京時間)

摘要: In this talk we present discrete pseudo-differential operators in the context of Clifford analysis. We will

establish the necessary calculus which will be used to discuss questions like boundedness and compactness

of operators. In the end, we will discuss well-known examples from Clifford analysis as well as give new

examples including discrete Dirac operators with non-constant coefficients.

  

Paula Cerejeiras教授簡介現(xiàn)任職于葡萄牙Aveiro大學數(shù)學系,,副教授。1992-1997于葡萄牙Aveiro大學和比利時Ghent大學攻讀博士學位,,獲得博士學位,。主要研究領域為現(xiàn)代分析(克里福德分析,調(diào)和分析,,邊值問題)及其應用,,發(fā)表論文70多篇,培養(yǎng)了一大批博士研究生。她主持申請國家基金,,并邀請大量中國學者去Aveiro大學從事短期和長期數(shù)學研究,。組織過多次國際學術(shù)會議。是ISSAC協(xié)會創(chuàng)始成員,。下列雜志的編委:AACA(Advances in Applied Clifford Algebras) (Springer),、IJWMIP(International Journal of Wavelets, Multiresolution and Information Processing)CAOT (Complex Analysis and Operator Theory) (Springer),。


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