Abstract
We study a complex equiaffine immersion of general codimension by regarding a frame of the complex determinant bundle of a complex vector bundle as a complex volume form. Some results on a complex affine hypersurface with volume form, especially a complex equiaffine hypersurface, are generalized to the case of general codimension. Especially, we obtain the fundamental theorems for a complex equiaffine immersion to a complex affine space of general codimension.
Acknowledgements
The author would like to express her sincere gratitude to Professor Naoto Abe for his valuable advice and encouragement. She also wishes to express her hearty thanks to the referee for his kind suggestions to complete the revised version.
Citation
Sanae Kurosu. "On a complex equiaffine immersion of general codimension." SUT J. Math. 39 (2) 183 - 209, June 2003. https://doi.org/10.55937/sut/1078824718
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