Abstract
We give a technique for classification of infinitely generated projective modules over a notherian ring satisfying a certain conditions on two-sided ideals. The technique is applied for integral group rings and solvable Lie algebras over C.
We give a technique for classification of infinitely generated projective modules over a notherian ring satisfying a certain conditions on two-sided ideals. The technique is applied for integral group rings and solvable Lie algebras over C.