Algebra in Statistics and Computation Seminar: Difference between revisions
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|Fourth Thursday's of the month | |Fourth Thursday's of the month | ||
|[https://www.math.wisc.edu/wiki/index.php/Applied_Algebra_Seminar Applied Algebra Seminar | |[https://www.math.wisc.edu/wiki/index.php/Applied_Algebra_Seminar Applied Algebra Seminar, UW Madison] | ||
|Virtual | |Virtual | ||
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|Bieekly Mondays | |Bieekly Mondays | ||
|[https://sites.google.com/view/algstatsonline/home Algebraic Statistics Online Seminar (ASOS)] | |[https://sites.google.com/view/algstatsonline/home Algebraic Statistics Online Seminar (ASOS)] | ||
|Virtual | |Virtual: [https://sites.google.com/view/algstatsonline/past-talks-and-recordings Recordings] | ||
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|January 26th-29th, 2021 | |January 26th-29th, 2021 | ||
|[https://sites.google.com/view/agmlsanya/ | |[https://sites.google.com/view/agmlsanya/ Sanya Workshop on Algebraic Geometry and Machine Learning] | ||
| | |[https://sites.google.com/view/agmlsanya/talks Recordings] available | ||
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|July 29-30, 2021 | |July 29-30, 2021 |
Revision as of 13:15, 1 February 2021
When: 1:30-2:25, Thursdays (1:30-1:45pm Social Chit-Chat, 1:45-2:25 Talk Time)
Where: Virtual: https://uwmadison.zoom.us/j/95934501565
Contact: Jose Israel Rodriguez, Zinan Wang (Lead)
Remark: This informal seminar is held on the second Thursday of the month
Spring 2021 Schedule
Date | Speaker | Title | Host |
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February 11 | Elina Robeva (UBC) | Hidden Variables in Linear Causal Models | |
March 11 | Carlos Amendola (ULM) | TBD | |
April 8 | Anna Seigal (Oxford) | TBD |
Abstracts
February 11: Elina Robeva
Title: Hidden Variables in Linear Causal Models.
Abstract: Identifying causal relationships between random variables from observational data is an important hard problem in many areas of data science. The presence of hidden variables, though quite realistic, pauses a variety of further problems. Linear structural equation models, which express each variable as a linear combination of all of its parent variables, have long been used for learning causal structure from observational data. Surprisingly, when the variables in a linear structural equation model are non-Gaussian the full causal structure can be learned without interventions, while in the Gaussian case one can only learn the underlying graph up to a Markov equivalence class. In this talk, we first discuss how one can use high-order cumulant information to learn the structure of a linear non-Gaussian structural equation model with hidden variables. While prior work posits that each hidden variable is the common cause of two observed variables, we allow each hidden variable to be the common cause of multiple observed variables. Next, we discuss hidden variable Gaussian causal models and the difficulties that arise with learning those. We show it is hard to even describe the Markov equivalence classes in this case, and we give a semi algebraic description of a large class of these models.
Other events to note
date | event/title | location/speaker |
---|---|---|
Fourth Thursday's of the month | Applied Algebra Seminar, UW Madison | Virtual |
Bieekly Mondays | Algebraic Statistics Online Seminar (ASOS) | Virtual: Recordings |
January 26th-29th, 2021 | Sanya Workshop on Algebraic Geometry and Machine Learning | Recordings available |
July 29-30, 2021 | Real algebraic geometry and convex geometry Conference | TBD: TU Braunschweig, Germany or Online |