Web Reference: In computational physics, a self-avoiding walk is a chain-like path in R2 or R3 with a certain number of nodes, typically a fixed step length and has the property that it doesn't cross itself or another walk. Apr 1, 2025 · alk I. INTRODUCTION A Self-Avoiding Walk (SAW) is de ned as a contiguous sequence of moves on a lattice that does not cross itself; it does not visit the same p. int more than once. SAWs are fractals with fractal dimension 4=3 in two dimen-sions, close to 5=3 in three dimensions, and 2 in dimen-sions . Mar 25, 2026 · A self-avoiding walk is a path from one point to another which never intersects itself. Such paths are usually considered to occur on lattices, so that steps are only allowed in a discrete number of directions and of certain lengths.
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