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Using the previously developed canonical phase space approach applied to thenoisy Burgers equation in one dimension, we discuss in detail the growthmorphology in terms of nonlinear soliton modes and superimposed linear modes.We moreover analyze the non-Hermitian character of the linear mode spectrum andthe associated dynamical pinning and mode transmutation from diffusive topropagating behavior induced by the solitons. We discuss the anomalousdiffusion of growth modes, switching and pathways, correlations in themulti-soliton sector, and in detail the correlations and scaling properties inthe two-soliton sector.Comment: 50 pages, 15 figures, revtex4 fil

Correlations, soliton modes, and non-Hermitian linear mode transmutation in the one-dimensional noisy Burgers equation