000			01057cam a22002897a 4500
999			_c86683 _d86683
008			010911s2001 si a b 001 0 eng d
020			_a9810246056
020			_a9810246129 (pbk.)
042			_alccopycat
082	0	0	_a530.12 _bCoo
100	1		_aCooper, Fred _d1944
245	1	0	_aSupersymmetry in quantum mechanics
260			_aSingapore ; _aRiver Edge, NJ : _bWorld Scientific, _cc2001.
300			_axi, 210 p. : _bpb ; _c21 x 13 cm.
520			_an the past ten years, the ideas of super-symmetry have been profitably applied to many non-relativistic quantum mechanical problems. In particular, there is now a much deeper understanding of why certain potentials are analytically solvable and an array of powerful new approximation methods for handling potentials which are not exactly solvable. In this report, we review the theoretical formulation of supersymmetric quantum mechanics and discuss many applications. Exactly solvable potentials can be understood in terms of a few basic ideas which include supersymmetric partner potentials, shape in-variance and operator transformations. Familiar solvable potentials all have the property of shape invariance
650		0	_aSupersymmetry
650		0	_aPhysics
650		0	_aQuantum mechanics
650		0	_aQuantum theory
700	1		_aKhare, Avinash.
700	1		_aSukhatme, Uday Pandurang.
942			_cBK