Supported by National Natural Science Foundation of China(Grant No.11501418);Shanghai Sailing Program(Grant No.15YF1412500)
Let k be an algebraically closed field of characteristic p 〉 0, X a smooth projective variety over k with a fixed ample divisor H, FX:X → X the absolute Frobenius morphism on X. Let E be a rational GLn(k)-bundle ...
Necessary and sufficient conditions for the new concepts of (h0, h)-Lipschitz (local) semistability and (h0,h)-Lipschitz (locally weak) semistability are given, using Liapunov-like functions in this paper.
The notions of (Lipschitz) semistability of general control systems are introduced, and the necessary and sufficient conditions for (weak) semistability, Lipschitz (locally weak) semistability are given, using the ve...