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Yiwei Chen is listed as M.S. in applied mathematics based in New York, New York, United States. AeroLeads shows a matched LinkedIn profile for Yiwei Chen.
Yiwei Chen previously worked as Course Research Project at Columbia Engineering and Research Project on Stochastic Calculus at Columbia Engineering. Yiwei Chen holds Degree Master Of Science - Ms, Field Of Study Applied Mathematics from School Columbia Engineering.
Yiwei Chen is a M.S. in applied mathematics.
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New York, United States
A recent paper by Eitan Tadmor (https://arxiv.org/pdf/2312.15546) shows that for a specific class of equations, Runge-Kutta methods are l^2 stable uniformly in dimension. In this project, I applied the crucial idea of the paper: K-spectral set theory and functional calculus to gave an extension on uniform stability of linear multistep methods.
New York, United States
In this research project (supervised by Prof. Qi Wang), me and my colleagues developed two Euler-Monte-Carlo schemes (via the Feynman-Kac theorem and the Fokker-Planck Equations for backward parabolic equations, composited with Euler's Method) towards a differential system of an agent-based model. We also made comparisons with the usual finite difference.
Shenzhen, Guangdong, China
Selected Courses: MATHGR6151 Analysis & Probability 1 (PhD Level on Real Analysis and Probability); MATHGR6152 Analysis 2 (PhD Level on.
Activities and Societies: University and Shaw College Men's Basketball Team (PF) Courses: Real Analysis, Functional Analysis, Differential.
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Yiwei Chen is listed as M.S. in applied mathematics.
Yiwei Chen is based in New York, New York, United States.
Yiwei Chen has worked for Columbia Engineering and The Chinese University Of Hong Kong, Shenzhen 香港中文大学（深圳）.
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Yiwei Chen holds Degree Master Of Science - Ms, Field Of Study Applied Mathematics from School Columbia Engineering.
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