I am a Graduate student in Department of Mathematics at the University of Chicago. My advisor is Prof. J. Peter May. I am an algebraic topologist and my main research interest is to do fundamental calculations in stable homotopy theory. More specifically I am interested in the theory of commutative ring spectra, various calculations on spectral sequences, and their implications in geometry and topology. The tools I use for my projects include homological algebra, homotopy theory and computational commutative algebra with the aid of computer programming. Here is my CV. Here is my research statement |
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Weinan Lin, On the May spectral sequence at the prime 2 (2020), preprint, available at arXiv:2010.14754
I am not teaching in Fall 2020.
Winter 2021 | MATH 19600, Linear Algebra |
Winter 2020 | MATH 15300, Calculus 2 |
Fall 2019 | MATH 15200, Calculus 1 |
Spring 2019 | MATH 19600, Linear Algebra |
Winter 2019 | MATH 15300, Calculus 3 |
Fall 2018 | MATH 15200, Calculus 2 |
Spring 2018 | MATH 15300, Calculus 3 |
Winter 2018 | MATH 15200, Calculus 2 |
Fall 2017 | MATH 15100, Calculus 1 |
Email: weinan@math.uchicago.edu
Office: TAAC 28
Phone: +1(773) 490-4013