Главная
Study mode:
on
1
Introduction
2
Projective varieties
3
Continuous and discrete convexity
4
Quadratic forms
5
Discrete convex analysis
6
M convexity
7
Compact set
8
Discrete set
9
Nonnegative coefficients
10
Algebraic intuition
11
Concave functions
12
Polynomials
13
Fractional Derivatives
Description:
Explore the mathematical realm of Lorentzian polynomials in this 59-minute lecture by June Huh from Princeton University. Delve into topics such as projective varieties, continuous and discrete convexity, quadratic forms, and discrete convex analysis. Examine the concepts of M-convexity, compact and discrete sets, and nonnegative coefficients. Gain insights into algebraic intuition, concave functions, polynomials, and fractional derivatives. Presented as part of the "Beyond Randomized Rounding and the Probabilistic Method" series at the Simons Institute, this talk offers a deep dive into advanced mathematical concepts and their applications.

The Space of Lorentzian Polynomials

Simons Institute
Add to list