STS Regeneron Projects
==

# 2024 Project that I reviewed which won

You can find interviews for all finalists at the [Society for Science](https://www.societyforscience.org/regeneron-sts/2024-student-finalists/) website. There are 40 finalists in all, five are from the group that I reviewed.

Below are the 3 of the 55 projects that I reviewed who made it to the finalist.

## [Alan Bu](https://www.societyforscience.org/regeneron-sts/2024-student-finalists/alan_bu/)

{%youtube Hfz3H-PEVuY %}

## [Linus Tang](https://www.societyforscience.org/regeneron-sts/2024-student-finalists/linus-tang/)

{%youtube 0gCwUJt0MKg %}

## [Harshil Avlani](https://www.societyforscience.org/regeneron-sts/2024-student-finalists/harshil_avlani/)

{%youtube v6du0P48quU %}

## One math project won a top $150,000 prize (3^rd^ place)

### [Michelle Wei](https://www.societyforscience.org/regeneron-sts/2024-student-finalists/michelle-wei/)
{%youtube UFAaPWXXglw %}

## Here is the awards cerimony:
{%youtube Lm-o7npaVpo %}

# 2023 Project that I reviewed which won

You can find interviews for all finalists at the [Society for Science](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/) website. There are 40 finalists in all, five are from the group that I reviewed.

Below are the five of the 36 projects that I reviewed who made it to the finalist.

## [Sofie Zhu](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/sophie-zhu/)

*Factorization in Evaluation Monoids of Laurentz Semirings*

{%youtube 3tNOV42gBKw %}

## [Sally Zhu](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/sally-zhu/)

*On the Smoothness and Regularity of the Chess Billiard Flow and the Poincaré Problem*

{%youtube IZPabn0aj10 %}

## [Ethan Zhou](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/ethan-zhou/)

*Online Learning of Smooth Functions*

{%youtube uWXT8drE5L0 %}

## [Max Misterka](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/max-misterka/)

*A Generalization of q-Calculus Using Formal Group Laws*

{%youtube 6sKMPu4xZfA %}

## [Madeleine de Belloy](https://www.societyforscience.org/regeneron-sts/2023-student-finalists/madeleine-de-belloy/)

*Computing the Mosaic Number of Reduced and Non-Reduced Projections of Knots*

{%youtube XOF15qzQNnU %}