The cup subalgebra has the absorbing amenability property
Brothier A. & Wen, C.(2016). The cup subalgebra has the absorbing amenability property, International Journal of Mathematics, 27, 1650013.
Summary
- Visiting Assistant Professor with 7+ years of experience teaching and researching mathematics.
- Skilled in R, Python, SQL and machine learning algorithms.
- Experience with pandas, scikit-learn, tidyverse, mlr, etc.
- Interested in using analytical skills to drive real-world solutions.
- Actively seeking data analyst/scientist positions.
Experience
- 2016-09 - present, Visiting Assistant Professor, UC Riverside
- Learned R, Python, SQL and obtained DataCamp career track certificates including Data Scientist with R, Data Scientist with Python, and Python Programmer
- Taught introductory and advanced courses such as Pre-Calculus, Calculus, Multi-Variable Calculus, Linear Algebra, Ordinary and Partial Differential Equations, Optimization Theory, Number Theory, Fourier Analysis (*average teaching evaluation 4.2 out of 5.0)
- Published 4 articles in peer reviewed journals
- Organized events such as American Mathematical Society Special Session on Advances on Operator Algebras 2017 and the Putnam Math Competition at UCR
- Recognized by the Math Department with Outstanding Visiting Assistant Professor Award
- 2010-08 - 2016-05, Research and Teaching Assistant, Vanderbilt University
- Teaching Assistant for Calculus, Linear Algebra, Differential Equations, Functional Analysis (graduate course)
- Studied Functional Analysis, a division on the study of various function spaces, and published 2 journal articles on Journal of Functional Analysis and the International Journal of Mathematics
- Presented work at international conferences such as American Mathematical Society Sectional Meeting, Noncommutative Geometry and Operator Algebras, Great Plains Operator Theory Symposium, The Mathematical Symposium on Modern Analysis and Applications
Education
- 2010-08 - 2016-05, Ph.D. of Mathematics, Vanderbilt University
- Thesis: Amenable Extensions in II1 Factors
- Adviser: Dr. Jesse Peterson
- 2006-08 - 2010-07, B.S. of Mathematics, Tsinghua University
Publications
Amenable extensions in II1 factors
Wen, C. (2016). Amenable extensions in II1 factors. Retrieved from vVanderbilt University Electronic Theses and Dissertations.
Maximal amenability and disjointness for the radial masa
Wen, C.(2016). Maximal amenability and disjointness for the radial masa, Journal of Functional Analysis, 270(2), pp. 787-801.
Singularity of the generator subalgebra in q-Gaussian algebras
Wen, C.(2017). Singularity of the generator subalgebra in *q*-Gaussian algebras, Proceedings of American Mathematical Society, 145(8), pp. 3493-3500.
Maximal amenability of the generator subalgebra in q-Gaussian von Neumann algebras
Parekh S., Shimada K. & Wen, C.(2018). Maximal amenability of the generator subalgebra in *q*-Gaussian von Neumann algebras, Journal of Operator Theory, 80(1), pp. 125-152.
Teaching
Awards
- 2018, Outstanding Visiting Assistant Professor Award, UC Riverside
- 2014, Graduate Student Travel Grant, Vanderbilt University
- 2010, Fellowship and Tuition Scholarship, Vanderbilt University
- 2009, Scholarship in Academics, Tsinghua University
- 2008, National Scholarship, Tsinghua University
- 2007, National Scholarship, Tsinghua University
Skills
- Data Collection and Analysis: R, Python, SQL
- Data Report: R Markdown, R ggplot2, Git, PowerPoint, Word, LaTex
Certifications
- DataCamp Data Analyst with Python Track
- DataCamp Data Scientist with Python Track
- DataCamp Data Scientist with R Track
- DataCamp Python Programmer Track
- DataCamp R Programming Track
- Stanford University Statistical Learning Online Course
Service and leadership
- Reviewer for zbMATH, Fall 2016 - Present
- Co-organizer: Special Session on Advances on Operator Algebras, Fall Western Sectional Meeting University of California, Riverside, CA, November 4-5, 2017
- Co-organizer: Operator Algebra Seminar at UC, Riverside, Fall 2016 - Present
- Co-organizer: Seminar for Putnam Competition, Fall 2017 - Present