Yuri Karadzhov
Published 2011-07-22, updated 2011-09-19Version 3
The paper presents the classification of matrix valued superpotentials corresponding to shape invariant systems of Schr\"odinger equations. All inequivalent irreducible matrix superpotentials realized by matrices of arbitrary dimension with linear dependence on variable parameter are presented explicitly.
Comments: 11 pages, stylistic corrections were added, some signs were corrected
Superintegrable and shape invariant systems with position dependent mass
Integrable systems in spaces of arbitrary dimension
Statistics of energy partitions for many-particle systems in arbitrary dimension
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