COHERENT STRUCTURES IN STRONGLY INTERACTING MANY-BODY SYSTEMS .1. DERIVATION OF DYNAMICS

No author provided

Published Sep 10, 2026• 0 citations

Publisher

DOI: 10.82444/warw.33559591

Related papers

COHERENT STRUCTURES IN STRONGLY INTERACTING MANY-BODY SYSTEMS .2. CLASSICAL-SOLUTIONS AND QUANTUM FLUCTUATIONS

No author provided

Sep 10, 20260 citations

Some aspects of the dynamics of many-body systems

Irene D’Amico

Jan 1, 20000 citations

NON-LINEARITY AND THE EMERGENCE OF COHERENCE IN STRONGLY INTERACTING MANY-BODY SYSTEMS NEAR A CRITICAL-POINT

No author provided

Sep 10, 20260 citations

Introduction to the theory of many-body systems

Anna Minguzzi, Mario P. Tosi

Scuola Normale Superiore eBooksJan 1, 19970 citations

THE UNIVERSAL EQUATIONS OF MOTION FOR NONLINEAR FIELDS IN DIFFERENT BASES DESCRIBING STRONGLY INTERACTING MANY-BODY SYSTEMS WITH 2-BODY INTERACTIONS

No author provided

A brief account of the Method of Coherent Structures (MCS) is presented using a plane-wave basis to define a quantum field. It is also demonstrated that the form of the quantum field equations, obtained by MCS, although highly nonlinear for many-body systems with two-body interactions, is independent of the basis of states used for the definition of the field.

Sep 10, 20260 citations

DYNAMICAL SYMMETRY APPROACH TO COLLECTIVE MOTIONS IN MANY-BODY SYSTEMS

Cheng-Li Wu

WORLD SCIENTIFIC eBooksFeb 1, 20040 citations