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@article{598431, author = {Kolář, Martin}, article_location = {Boston (USA)}, article_number = {6}, keywords = {normal forms; finite type hypersurfaces; Chern-Moser invariants; stability group}, language = {eng}, issn = {1073-2780}, journal = {Mathematical Research Letters}, title = {Normal forms for hypersurfaces of finite type in C^2}, volume = {12}, year = {2005} }
TY - JOUR ID - 598431 AU - Kolář, Martin PY - 2005 TI - Normal forms for hypersurfaces of finite type in C^2 JF - Mathematical Research Letters VL - 12 IS - 6 SP - 897-910 EP - 897-910 PB - International Press SN - 10732780 KW - normal forms KW - finite type hypersurfaces KW - Chern-Moser invariants KW - stability group N2 - We construct normal forms for Levi degenerate hypersurfaces of finite type in $\mathbb{C}^2$. As one consequence, an explicit solution to the problem of local biholomorphic equivalence is obtained. Another consequence determines the dimension of the stability group of the hypersurface. ER -
KOLÁŘ, Martin. Normal forms for hypersurfaces of finite type in C\^{}2. \textit{Mathematical Research Letters}. Boston (USA): International Press, 2005, roč.~12, č.~6, s.~897-910. ISSN~1073-2780.
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