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科学研究
报告题目:

A geometric property of polynomial maps at infinity

报告人:

苏育才 教授(同济大学和集美大学)

报告时间:

报告地点:

腾讯会议 ID:751 476 737

报告摘要:

For any two polynomials on two variables with a nonzero constant Jacobian determinant, there corresponds a polynomial map known as a Keller map. Assume $\sigma$ is a Keller map which is not injective. In this talk, we obtain a property of $\sigma$ at infinity. This is the first of three main results in the speaker's paper entitled ``a proof of 2-dimensional Jacobian conjecture'' at arXiv:1603.01867.

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