AN EXACTLY SOLUBLE MODEL FOR THE TIME DEVELOPMENT OF MANY-BODY-QUANTUM SYSTEMS WITH INTERACTION.

QUANTUM MANY-BODY SYSTEMS WITH SHORT-RANGE INTERACTIONS

Short- and long-time dynamics of isolated many-body quantum systems

THE APPLICATION OF THE FADDEEV EQUATIONS TO AN EXACTLY SOLUBLE MODEL.

N = ∞ PHASE TRANSITION IN A CLASS OF EXACTLY SOLUBLE MODEL LATTICE GAUGE THEORIES

On the time evolution of large systems: A soluble model with two-body interactions

Dynamics of quantum many-body systems with long-range interactions