My name is Michel Alexis (pronounced MESHELL). I am currently a postdoc at McMaster University, working with Eric Sawyer. Starting Fall 2023, I will be a postdoc at the Hausdorff Center for Mathematics, working with Christoph Thiele. My research interests are in (two weight) weighted norm inequalities for Singular Integral Operators, and Orthogonal Polynomials on the Unit Circle. My PhD advisor was Sergey Denisov.
My office is located in Hamilton Hall 311.
Here is my CV.
Email: [Last name][First letter of first name]@mcmaster.ca (e.g. John Doe > doej@mcmaster.ca).
Year  Name  Paper Link  Comments  

2023  The T1 theorem for the Hilbert transform fails when p is not 2
joint with Jose Luis LunaGarcia, Eric Sawyer and Ignacio UriarteTuero 
ArXiv  It's really short!  
2022  Stability of Weighted Norm Inequalities
joint with Jose Luis LunaGarcia, Eric Sawyer and Ignacio UriarteTuero 
ArXiv  For more details, check out this expository Zoom talk I gave, and the accompanying slides Also see the errata for the talk.  
2021  A T1 theorem for general CalderonZygmund operators with doubling weights, and optimal cancellation conditions, II
joint with Eric Sawyer and Ignacio UriarteTuero 
ArXiv  For more details, check out for instance these slides from a simplified talk I gave at CMS, or the last few minutes of Ignacio's talk at the Fields Institute.  
2022  The Steklov problem and Remainder Estimates for Krein Systems generated by a Muckenhoupt weight  ArXiv  Check out my thesis defense slides for further information  
2019  Continuity of Weighted Operators in A_p weights and Steklov Problem for Orthogonal Polynomials
joint with Alexander Aptekarev, Sergey Denisov

IMRN  Check out my thesis defense slides for further information 
Year  Name  Paper Link  Comments 

2021  Tops of dyadic grids
joint with Eric Sawyer and Ignacio UriarteTuero 
ArXiv Preprint 