Supported by National Natural Science Foundation of China(No.10571129)
For a 2^n-dimensional complex Hermitian vector space S, we prove that any unitary basis of S can be explained as an augmented spinor structure on S. By using this explanation, a SpinC(2n)- action on S is equivalent ...
the NSFC(10571129);the Mathematical Tianyuan Fund(A0324662)
In this paper, the author discusses the stable F-harmonic maps, and obtains the Liouville-type theorem for F-harmonic maps into δ-pinched manifolds, which improves the ones in [3] due to M Ara.