ON THE DEGREE OF CURVES VANISHING AT FAT POINTS WITH EQUAL MULTIPLICITIES

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概要

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• The problem of determining the least degree of plane curves vanishing at given points with certain multiplicities is fascinating and difficult. In 1959,Nagata gave a conjecture on the lower bound of the degree. Since then, many mathematicians have focused on solving the conjecture for several special cases. In this paper, we show several results on determining the least degree for certain cases of equal multiplicities.

著者

• HOANG Do

  Department of Mathmatics FPT University

• TU Nguyen

  Center of Excellence Danang University of Technology

• TU Nguyen

  Center of Advanced Programs Danang University of Technology

関連論文

• ON THE REGULARITY INDEX OF n+3 ALMOST EQUIMULTIPLE FAT POINTS IN Pn
• ON THE DEGREE OF CURVES VANISHING AT FAT POINTS WITH EQUAL MULTIPLICITIES

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