報告題目：Poisson algebras and Poisson enveloping algebras
報告時間🧏♂️：2019年6月25日10👩🏻🌾：00—11:00，
報告地點：必一体育平台二樓報告廳
報告人：Sei-Qwon Oh (韓國國立忠南大學)
報告摘要：Poisson algebras are introduced to explain movement in classical mechanics and they are deformed to quantized algebras in quantum mechanics. Here basic concepts for Poisson algebras, Poisson (primitive) ideals, Poisson modules, Poisson homomorphisms, are introduced. Then the Poisson enveloping algebras are introduced and proved that the category of Poisson modules over Poisson algebra $R$ is equal to the category of left modules of Poisson enveloping algebra $U(R)$. Finally, I introduce semiclassical limits to obtain Poisson algebras from certain algebras.