A Finsler-geometry paper proves growth estimates for S-curvature, distortion, and a new scalar curvature, but the main theorem relies on a stronger curvature bound than the one stated.
Chern, Finsler geometry is just Riemannian geometry without the quadratic restriction, Notices Amer
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Bounds of Scalar curvature, S-curvature and distortion on $\infty$-Einstein Finsler manifolds
A Finsler-geometry paper proves growth estimates for S-curvature, distortion, and a new scalar curvature, but the main theorem relies on a stronger curvature bound than the one stated.