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Cooper, Thomas Michael
Languages: English
Types: Doctoral thesis
Subjects: QA
We investigate the structure of multigerms of complex analytic and real\ud smooth maps. The results proved are then used to classify multigerms of maps\ud from Cn to Cn+1 with the property that each component has corank at most one.\ud We then show that all the maps we have classified are quasihomogeneous, have\ud image Milnor number one and have good real forms.
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