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The Equivariant Fried Conjecture for Suspension Flow of an Equivariant Isometry
Peter Hochs, Christopher Pirie
https://arxiv.org/abs/2507.06792 https://

The Equivariant Fried Conjecture for Suspension Flow of an Equivariant Isometry
The Fried conjecture states that the Ruelle dynamical $ζ$-function of a flow on a compact maniofold has a well-defined value at $0$, whose absolute value equals the Ray-Singer analytic torsion invariant. The first author and Saratchandran proposed an equivariant version of the Fried conjecture for locally compact unimodular groups acting properly, isometrically, and cocompactly on Riemannian manifolds. In this paper we prove the equivariant Fried conjecture for the suspension flow of an equiva…

Oh hey, speaking of awesome bands from Cleveland. One of my favorite 80s indie bands is from there. Got into them from a comp and quickly became a fan, getting whatever albums I could find.
I just love the singer's voice and style.
Here they are back in the day, doing a rocked out cover of “Sylvia Plath”, a song originally done by another local Cleveland artist named Peter Laughner.
#music