Author

S. L. Sondhi

2 papers indexed here

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Preprint Sep 2026

Statistical mechanics of classical fractons on a line

We study the equilibrium statistical mechanics of one-dimensional classical Machian fractons: particles whose dynamics conserves a global dipole moment and whose Hamiltonian couples momentum differences through a position-dependent pair-inertia kernel. Compactly supported interaction kernels have a divergence in the Gi...

Ylias Sadki, A. Prakash, S. L. Sondhi · 1 citation

Preprint Aug 2026

Classical fractons with cosmological fixed points

Classical fractons are Hamiltonian systems that can develop attractors after projection onto configuration or shape variables, although the full phase space admits none. We study a scale-invariant, dipole-conserving two-parameter family of fracton Hamiltonians $H_{\alpha,\beta}$. By separating coordinates into scale an...

A. Singh, Dileep P. Jatkar, S. L. Sondhi et al. · 1 citation