Project supported by the National Natural Science Fbundation of China (No. 10131020).
In this paper, based on the Pauli matrices, a notion of augmented spinor space is introduced, and a uniqueness of such augmented spinor space of rank n is proved. It may be expected that this new notion of spaces can ...
supported by the National Natural Science Foundation of China(Grant No.10131020).
There is a well-known way to generalize the Riemann-Roch operator for Kahler manifold to that for Hermitian manifold. In this paper we show a slightly different way to get a generalized Riemann-Roch operator, which is...
This work was supported partially by the National Natural Science Foundation of China(Grant No.10131020);Outstanding Youth Foundation of China No.19925103 and No.10229101;the“973”.
Over an oriented even dimensional Riemannian manifold(M 2m ,ds2 ), in terms of the Levi-Civita connection form Ω and the canonical form Θ on the bundle of positive orthonormal frames, we give a detailed description ...
This work wassupported by the National Natural Science Foundation of China (Grant Nos. 19971075 and 10131020), SFZP and Lab. of Math, for Nonlinear Science, Fudan Univ.
We present a unified method for constructing generalized flag transformations of unitons intoa Lie group G via singular Darboux transformations. These flag transformations provide the possibility toestablish some fact...