3 citations · 5 across the 4 of their papers we have counts for
5 papers
Dimension approximation for diffeomorphisms preserving hyperbolic SRB measures
Juan Wang, Congcong Qu, Yongluo Cao
For a C^{1+α} diffeomorphism f preserving a hyperbolic ergodic SRB measure μ, Katok's remarkable results assert that μcan be approximated by a sequence of hyperbolic sets \{Λ_n\}_{…
Structure of projective varieties with nef anticanonical divisor: the case of log terminal singularities
Juanyong Wang
In this article we study the structure of klt projective varieties with nef anticanonical divisor (and more generally, varieties of semi-Fano type), especially the canonical fibrat…
On the Iitaka Conjecture for Kähler Fibre Spaces
Juanyong Wang
By applying the positivity theorem of direct images and a pluricanonical version of the structure theorem on the cohomology jumping loci à la Green-Lazarsfeld-Simpson, we show that…
The approximation of Lyapunov exponents by horseshoes for -diffeomorphisms with dominated splitting
Juan Wang, Rui Zou, Yongluo Cao
Let be a -diffeomorphism and be a hyperbolic ergodic -invariant Borel probability measure with positive measure-theoretic entropy. Assume that the Oseledec splittin…
Dimensions of C1-average conformal hyperbolic sets
Juan Wang, Jing Wang, Yongluo Cao +1
This paper introduces the concept of average conformal hyperbolic sets, which admit only one positive and one negative Lyapunov exponents for any ergodic measure. For an average co…