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首页> 外文期刊>Bulletin de la Societe mathematique de France >THE TANGENT COMPLEX TO THE BLOCH-SUSLIN COMPLEX
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THE TANGENT COMPLEX TO THE BLOCH-SUSLIN COMPLEX

机译:切线复合体到块状苏林复合体

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摘要

Motivated by a renewed interest for the "additive dilogarithm" appeared recently, the purpose of this paper is to complete calculations on the tangent complex to the Bloch-Suslin complex, initiated a long time ago and which were motivated at the time by scissors congruence of polyedra and homology of SL2. The tangent complex to the trilogarithmic complex of Goncharov is also considered.
机译:出于对“加法对数”的重新出现的兴趣,本文的目的是完成对Bloch-Suslin复数的切线复数的计算,该计算是在很久以前就开始的,当时是由剪刀的全等引起的。 Polyedra和SL2的同源性。还考虑了Goncharov三对数复合体的切线复合体。

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