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WHAT STRING THEORY HAS TAUGHT US ABOUT THE QUANTUM STRUCTURE OF SPACE-TIME

机译:什么字符串理论教会我们关于时空的量子结构

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String theory is the most widely accepted model for quantum gravity and as such it should give an answer to the fundamental question: what is the nature of quantum space-time? A handle on this question was provided through two of the recent conceptual advances in string theory, the (BFSS-type) matrix models and the AdS/CFT duality. In my talk I'll focus on theeecond and discuss two places where the AdS/CFT duality has shed light on the question posed in the title. In particular I'll focus on a matrix theory formulation I proposed to describe the DLCQ of strings on the AdS geometry, the tiny graviton matrix theory, according to which the quantum structure of the AdS*, x S5 geometry contains two noncommutative fuzzy three spheres as well as a noncommutative Moyal plane We'll argue that the appearance of noncommutative geometries is a generic feature of these matrix theories.
机译:字符串理论是最广泛接受的量子重力模型,因此它应该给出基本问题的答案:量子空间的性质是什么?通过弦乐理论的两个概念进步,(BFSS-Type)矩阵模型和广告/ CFT二元性,提供了对此问题的句柄。在我的谈话中,我将专注于Ieecond,并讨论ADS / CFT二元性在标题中提出的问题上阐明了两个地方。特别地,我将专注于一个矩阵理论制定,我提出描述广告几何形状的字符串的DLCQ,小幅争斗矩阵理论,根据该谱的矩阵理论,x S5几何的量子结构含有两个非容态模糊三个球体除了非容性唯一的唯一校园,我们认为非容性几何形状的外观是这些矩阵理论的通用特征。

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