網頁2013年10月31日 · Motivic homotopy theory intertwines classical algebraic geometry and modern algebraic topology. In this paper we study obstruction theory for \(E_\infty \) structures in the motivic setup. An \(E_\infty \) structure on a motivic spectrum refers to a coherent homotopy commutative multiplication. ... 網頁We define the Chow $t$-structure on the $\infty$-category of motivic spectra $\mathcal{SH}(k)$ over an arbitrary base field $k$. We identify the heart of this $t ...
An SCMS paper was published online by 《Annals of Mathematics …
網頁2024年4月27日 · Stable stems and the Chow-Novikov t-structure in motivic stable homotopy category Slides from the talk. In this talk, I will discuss recent progress on the computation of classical stable homotopy groups of spheres, and highlight some new results regarding certain Adams differentials and their connections to the Kervaire invariant classes. 網頁2024年3月16日 · 摘 要:. Motivic cohomology, originated from Deligne, Beilinson and Lichtenbaum and developed by Voevodsky, is a kind of cohomology theory on schemes. It admits comparison with étale cohomology of powers of roots of unity (Beilinson-Lichtenbaum), together with higher Chow groups, and relates to K-theory by Atiyah … maegan wright
[2012.02687v1] The Chow $t$-structure on motivic spectra
網頁2024年8月9日 · Mikhail V. Bondarko, Weight structures vs. t t-structures; weight filtrations, spectral sequences, and complexes (for motives and in general), arxiv/0704.4003 Yuri Manin, Motives and quantum cohomology, talk at … 網頁2024年12月4日 · Abstract: We define the Chow $t$-structure on the $\infty$-category of motivic spectra $SH(k)$ over an arbitrary base field $k$. We identify the heart of this $t ... 網頁染料敏化太陽能電池(DSSC)受到各個研究團隊的偌大的關注,這些團隊正致力於太陽能電力轉換設備。由於在製程較為簡單、發色團數量的可用性、可將室內光轉化為電力、靈活性及顏色可調性,DSSC被證明是可以取代傳統的矽太陽能電池。因此,我們設計了兩個部分來合成應用於DSSC的鋅紫質染料。 maegan white