3 problems

Matching

Polynomial growth conjecture for the length-ratio invariant
Polynomial growth conjecture. The constant $L(t)$ above can be a polynomial of $t$ .
openconvex-projective-structures teichmuller-theory
04
Polynomial growth conjecture for the diagonal-edge invariant
Polynomial growth conjecture. The constant $D(t)$ above can be a polynomial of $t$ .
openconvex-projective-structures teichmuller-theory
06
Polynomial comparability conjecture for exhaustion subsets of convex structures
Polynomial comparability conjecture. The following subsets of $\mathcal{H}(S_{g,m})(\mathbf{L})$ are polynomially comparable to each other:
openconvex-projective-structures moduli-spaces
06

Polynomial growth conjecture for the length-ratio invariant