Date | May 26, 2021 |
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Speaker | 허준이 |

Dept. | Stanford University |

Room | 129-101 |

Time | 15:00-16:30 |

**1. 일시: 2021.5.26.(수) 오후 3시~4시 30분**

**2. 장소: 서울대학교 상산수리과학관 강당 **(※ 방역지침에 따라 현장입장 선착순 40명으로 제한)

**3. 줌: ****https://snu-ac-kr.zoom.us/j/2473239867**

**제목: Lorentzian Polynomials **(우리말 강연)

초록: Lorentzian polynomials link continuous convex analysis and discrete convex analysis via tropical geometry. The tropical connection is used to produce Lorentzian polynomials from discrete convex functions. The talk will be accessible to undergraduate students in mathematics: The audience will need no specific background beyond linear algebra and multivariable calculus to enjoy the presentation. In addition, I advertise the talk and the corresponding paper to people with interests in at least one of the following topics: graphs, convex bodies, stable polynomials, projective varieties, Potts model partition functions, tropicalizations, Schur polynomials, highest weight representations. Based on joint work with Petter Brändén.

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