Pages that link to "Item:Q2771960"
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The following pages link to Formulating a first-principles statistical theory of growing surfaces in two-dimensional Laplacian fields. (Q2771960):
Displaying 5 items.
- Energy characteristics of subordination chains (Q942019) (← links)
- Growth and form in the zero-noise limit of discrete Laplacian growth processes with inherent surface tension. II: The triangular lattice (Q1672914) (← links)
- Theory of stochastic Laplacian growth (Q2410067) (← links)
- Interface dynamics for quasi-stationary Stefan problem (Q2473234) (← links)
- Planar Curve Representation of Many-Body Systems and Dynamics (Q4492469) (← links)