An Almost-Sure CLT for Stretched Polymers

Abstract

We prove an almost sure CLT for spatial extension of stretched (meaning subject to a non-zero pulling force) polymers at very weak disorder in all dimensions d+1 larger than or equal to 4.

Final version. To be published in the Electronic Journal of Probability

References in corpus (4)

• Crossing random walks and stretched polymers at weak disorder
• Coincidence of Lyapunov exponents for random walks in weak random potentials
• Self-Attractive Random Walks: The Case of Critical Drifts
• Crossing velocities for an annealed random walk in a random potential

Cited by in corpus (1)

• Ornstein-Zernike behavior for Ising models with infinite-range interactions