000 01346cam a22002894a 4500
999 _c198914
_d198914
020 _a3540005609
040 _cCUS
082 0 0 _a514.74
_bSTE/D
100 1 _aStevens, Jan,
245 1 0 _aDeformations of singularities/
_cJan Stevens.
260 _aNew York:
_bSpringer,
_cc2003.
300 _avi, 157 p. ;
_c24 cm.
505 _aIntroduction.- Deformations of singularities.- Standard bases.- Infinitesimal deformations.- Example: the fat point of multiplicity four.- Deformations of algebras.- Formal deformation theory.- Deformations of compact manifolds.- How to solve the deformation equation.- Convergence for isolated singularities.- Quotient singularities.- The projection method.- Formats.- Smoothing components of curves.- Kollár's conjectures.- Cones over curves.- The versal deformation of hyperelliptic cones.- References.
650 0 _aDeformations of singularities.
942 _cWB16