62 research outputs found

    Formal deformations, cohomology theory and L∞[1]L_\infty[1]-structures for differential Lie algebras of arbitrary weight

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    Generalising a previous work of Jiang and Sheng, a cohomology theory for differential Lie algebras of arbitrary weight is introduced. The underlying L∞[1]L_\infty[1]-structure on the cochain complex is also determined via a generalised version of higher derived brackets. The equivalence between L∞[1]L_\infty[1]-structures for absolute and relative differential Lie algebras are established. Formal deformations and abelian extensions are interpreted by using lower degree cohomology groups. Also we introduce the homotopy differential Lie algebras. In a forthcoming paper, we will show that the operad of homotopy (relative) differential Lie algebras is the minimal model of the operad of (relative) differential Lie algebras

    Efficient and Fast Implementation of Embedded Time-of-Flight Ranging System Based on FPGAs

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    Determination of the number of ψ(3686)\psi(3686) events at BESIII

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    The numbers of ψ(3686) events accumulated by the BESIII detector for the data taken during 2009 and 2012 are determined to be and , respectively, by counting inclusive hadronic events, where the uncertainties are systematic and the statistical uncertainties are negligible. The number of events for the sample taken in 2009 is consistent with that of the previous measurement. The total number of ψ(3686) events for the two data taking periods is
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