The thermodynamic formalism for sub-additive potentials
By Yongluo Cao, De-Jun Feng, Wen Huang. 2007
187 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/84c7497f7861567bc654a302fcf56b1584c249d0
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Pablo Shmerkin
- Ian D. Morris
- De-Jun Feng
- P. P. Varj'u
- Michael Hochman
- Meng Wu
- Wen Huang
- Balázs Bárány
Citations in the corpus
- Equilibrium states for factor maps between subshifts (2011, background): “1 in [9] on the variational principle for general sub-additive potentials.”
- Dimension of invariant measures for affine iterated function systems (2019, background): “This was first proved by Käenmäki [41] in the case when S is invertible, and it extends to the general case by the sub-additive thermodynamic formalism [16].”
- Variational principle for weighted topological pressure (2014, unknown): “[10]).”
- On equality of Hausdorff and affinity dimensions, via self-affine measures on positive subsystems (2016, background): “By the subadditive variational principle (see [7]) we have”
- Non-conformal Repellers and the Continuity of Pressure for Matrix Cocycles (2013, background): “Although in [9] this is proved for potentials on an arbitrary continuous dynamical system on a compact space, we state it only for subshifts of finite type.”