Properties of Mori's generalised Langevin equation follow from Volterra equation well-posedness independent of the projection formalism, and new spectral projections make the memory term vanish entirely.
Optimal prediction and the mori–zwanzig representation of irreversible processes.Proceedings of the National Academy of Sciences, 97(7):2968–2973
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
fields
math-ph 2representative citing papers
The orthogonal dynamics for Mori's projection is a strongly continuous semigroup generated by QL Q, with the GLE and 2FDT holding for autonomous systems whose evolution is a strongly continuous semigroup
citing papers explorer
-
Generalised Langevin Dynamics: Significance and Limitations of the Projection Operator Formalism
Properties of Mori's generalised Langevin equation follow from Volterra equation well-posedness independent of the projection formalism, and new spectral projections make the memory term vanish entirely.
-
On the generalized Langevin equation and the Mori projection operator technique
The orthogonal dynamics for Mori's projection is a strongly continuous semigroup generated by QL Q, with the GLE and 2FDT holding for autonomous systems whose evolution is a strongly continuous semigroup