The spectral dimension of non-generic branched polymers

Abstract

We show that the spectral dimension on non-generic branched polymers with positive susceptibility exponent is given by $d_s=2/(1+\gamma )$. For those models with $\gamma <0$ we find that $d_s=2$.

LATTICE98(surfaces)

References in corpus (3)

• The spectral dimension of the branched polymers phase of two-dimensional quantum gravity
• The Spectral Dimension of 2D Quantum Gravity
• The Spectral Dimension of Non-generic Branched Polymer Ensembles

Cited by in corpus (4)

• Spectral Dimension of the Universe in Quantum Gravity at a Lifshitz Point
• Thermal dimension of quantum spacetime
• Thermal dimensional reduction and black hole evaporation
• Spectral dimension of Horava-Snyder spacetime and the $Ad{S}_2\times S^2$ momentum space