A DARBOUX THEOREM FOR DERIVED SCHEMES WITH SHIFTED SYMPLECTIC STRUCTURE

Brav Christopher; Bussi Vittoria; Joyce Dominic

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A DARBOUX THEOREM FOR DERIVED SCHEMES WITH SHIFTED SYMPLECTIC STRUCTURE

机译：具有偏移辛结构的衍生方案的Darboux定理

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来源
《Journal of the American Mathematical Society》 |2019年第2期|共45页
作者
Brav Christopher; Bussi Vittoria; Joyce Dominic;
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作者单位

Higher Sch Econ Fac Math 7 Vavilova St Moscow Russia;

Abdus Salaam Int Ctr Theoret Phys Str Costiera 11 Trieste Italy;

Radcliffe Observ Quarter Math Inst Woodstock Rd Oxford OX2 6GG England;

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正文语种 eng
中图分类数学;
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专利

1. A DARBOUX THEOREM FOR DERIVED SCHEMES WITH SHIFTED SYMPLECTIC STRUCTURE [J] . Brav Christopher, Bussi Vittoria, Joyce Dominic Journal of the American Mathematical Society . 2019,第2期

机译：具有偏移辛结构的衍生方案的Darboux定理
2. The Darboux-Type Theorems for ∂-Symplectic and ∂-Contact Structures [J] . Andriy Panasyuk, Vsevolod Shevchishin Annals of Global Analysis and Geometry . 2003,第3期

机译：S-渐近和∂-接触结构的Darboux型定理
3. On Darboux Theorem for symplectic forms on direct limits of symplectic Banach manifolds [J] . Pelletier Fernand International journal of geometric methods in modern physics . 2018,第12期

机译：关于辛杂交杂项直接限制的辛态定理
4. Effective structure theorems for symplectic spaces via height [C] . Lenny Fukshansky International Conference on the Algebraic and Arithmetic Theory of Quadratic Forms . 2009

机译：通过高度的辛空间的有效结构定理
5. Shifted symplectic structures on spaces of framed maps. [D] . Spaide, Theodore. 2015

机译：框架图空间上的转移辛结构。
6. Thermodynamical Extension of a Symplectic Numerical Scheme with Half Space and Time Shifts Demonstrated on Rheological Waves in Solids [O] . Tamás Fülöp, Róbert Kovács, Mátyás Szücs, 2020

机译：用半空间和时间偏移的辛的数值方案的热力学延伸在固体中的流变波上证明了
7. A Darboux theorem for derived schemes with shifted symplectic structure [O] . Christopher Brav, Vittoria Bussi, Dominic Joyce 2018

机译：偏移辛结构的衍生方案的Darboux定理
8. Darboux Theorems and Wronskian Formulas for Integrable Systems. 1: Constrained KPFlows [R] . Oevel, W. 1992

机译：可积系统的Darboux定理和Wronskian公式。 1：受约束的KpFlow

A DARBOUX THEOREM FOR DERIVED SCHEMES WITH SHIFTED SYMPLECTIC STRUCTURE

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