Research

I work in Geometric analysis and Convex Geometry. My main concentrations at this moment are Minkowski-type problems and geometric inequalities for convex bodies. In the past, I did some research in Differential Geometry and Ergodic Theory. I work with Erwin Lutwak, Stephanie Mui, Deane Yang and Gaoyong Zhang. My official advisor is Deane Yang.

I am partially supported by an NSF grant.

Teaching this Fall (2022)

• Course	Location	Time
  MATH-UA.0148 Honors Linear Algebra (TA)	194 Mercer Street 206	Fridays, 2:00-3:15pm
  MATH-UA.0328 Honors Analysis I (TA)	Bobst Librabry LL150	Fridays, 3:30-4:45pm

Announcement to students: students from these courses can come to any of the office hours. In general, I am always free to talk if I am in the office. Also, please include your section (MATH-UA.0148 Honors Linear Algebra or MATH-UA.0328 Honors Analysis I) in the subject of emails.

Upcoming Conferences

If you want to learn more about my research here is the tentative schedule of my upcoming talks:

• September 28, 2022. The Discrete Gauss Image problem at Harmonic Analysis Methods in Geometric Tomography, ICERM.
• Sometime in 2023. At AMS Special Session on High-dimensional Convexity and Probability.

Academic History

• 2017—present: NYU Courant Institute of Mathematical Sciences, Ph.D. in Mathematics.
• 2013—2017: NYU Courant Institute of Mathematical Sciences, B.A. in Mathematics.

Papers

1. V. Semenov. The Gauss Image Problem with Weak Alexandrov Condition, submitted.
2. V. Semenov. The Discrete Gauss Image Problem, in preparation.
3. V. Semenov. Uniqueness of the Gauss Image Problem from Topological Point of View, in preparation.
4. V. Semenov. Local Version of The Brunn-Minkowski Inequality, in preparation.

Non-math Activitiy

In 2021, I published a novel (in Russian). You can buy it here: Litres, Ozon, Google Play, Readli. Or you can download it here from my Google Doc for free. You can also ask me for a physical copy. If you wish to translate it let me know.