THREE-NUCLEON MATRIX ELEMENTS IN TRANSLATION-INVARIANT OSCILLATOR STATES.

TRANSFORMATION BRACKETS FOR HARMONIC-OSCILLATOR STATES

On the calculation of matrix elements of one body operators in many nucleon systems

Translationally Invariant Single Particle Picture of the Three-Nucleon System

TRANSLATION-INVARIANT GROUND STATES FOR THE CHUI–WEEKS MODEL WITH FOUR SPIN STATES ON A CAYLEY TREE OF ORDER TWO

TRANSLATION-INVARIANT QUASI-FREE STATES AND BOGOLYUBOV TRANSFORMATIONS.

Application of the algebraic binary cluster model for six nucleon systems in a translationally invariant basis