2 problems

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Conjecture on the asymptotic radius of convergence of invariant-foliation calculations
Asymptotic-convergence conjecture. The differences between the various calculation methods are due to the asymptotic nature of the calculations, whose radius of convergence is smal…
Conjectureopendynamical-systems invariant-foliations quasi-periodic-systemsarXiv posted 2 days ago
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Atomic disintegration conjecture for volume-preserving DA diffeomorphisms on the three-torus
Let $f:\mathbb T^3\rightarrow\mathbb T^3$ be a volume-preserving Derived from Anosov (DA) diffeomorphism, meaning that $f$ is partially hyperbolic and homotopic to a linear Anosov…
Conjectureopeninvariant-foliations lyapunov-exponents partially-hyperbolic-dynamicsarXiv posted 2 days ago

Conjecture on the asymptotic radius of convergence of invariant-foliation calculations