Johan Ugander

@jugander

Assistant Professor, MS&E. Social networks and social data. Occasionally disappear into the mountains.

Vrijeme pridruživanja: travanj 2009.

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  1. proslijedio/la je Tweet
    prije 10 sati

    Why do random embedding methods for high-dimensional Bayesian optimization produce inconsistent results? Find out in our new paper w/ et al . Implementation of new method now in Ax. See for usage + replication materials.

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  2. proslijedio/la je Tweet
    30. sij

    Are you an Assistant Professor doing research at the interface of Data Science and Management Science? If yes, then apply to attend the - workshop that I, with Shunyuan Zhang, Allie Feldberg, and Alex Volfovsky, are organizing.

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  3. 29. sij
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  4. 29. sij

    Posting some things I've dug up. Fast shortest-path algo heuristic: using the "beacons" idea:

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  5. 29. sij

    Know about nearest neighbor lit, e.g. Karger-Ruhl, and p2p network distance ([30] above). Most interested in applied _graph_ problems that are studied under metric restrictions on growth (double dim or otherwise; bounded degree doesn't count). 2/2

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  6. 29. sij

    In their 2003 FOCS paper, Gupta, Krauthgamer, and Lee made the following comment about the relevance of doubling metrics to algorithm design: Seeking pointers to further work in applied/practical algorithm design where bounded growth has played a role. 1/2

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  7. proslijedio/la je Tweet
    29. sij

    New postdoc starting in Fall 2020, working on ML or data science approaches for combating abusive behavior in online communities:

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  8. proslijedio/la je Tweet
    29. sij

    ML conferences should also start having COI slides, ... some talks feel like advertisements. So many faculty have "dual" industry-academia roles now in ML.

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  9. proslijedio/la je Tweet
    27. sij

    Have you ever calculated the sample size for an and come up with a sample size that is bigger than you can ever practically get? Does this mean you shouldn't run the test? No! A paper thread for 1/17

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  10. proslijedio/la je Tweet
    27. sij

    The 2020 Atlantic Causal Inference Conference (ACIC) will be in Austin, Texas, May 27-29. Submissions due Feb 7. This coincides with the conference being renamed "American" rather than "Atlantic"

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  11. proslijedio/la je Tweet
    27. sij
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  12. proslijedio/la je Tweet
    24. sij

    The call for postdoc fellows at Michigan in data science for 2020 is up now: . Feel free to reach out if you have questions.

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  13. 23. sij

    Following up, this new work was inspired by work Arjun & I had at ICML'19 on modeling IIA violations: A very practical model, connects old and new ideas, and nests MNL so can be used for testing (but not all violations!)

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  14. 23. sij

    We suggest (in the conclusion) a number of open testing question in discrete choice: strong stochastic transitivity (SST), regularity, etc. It'd be nice to see efficient constructive test for at least some of these, if not IIA! 10/10

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  15. 23. sij

    IIA testing has a much messier geometry than any of the problems we've seen results for. Our lower bounds come from counting Eulerian orientations of cycle decompositions of a bipartite graph constructed from data(!!), which each give ways to step outside the IIA model class. 9/n

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  16. 23. sij

    In this way, our works builds on recent work by , , , Sivaraman Balakrishnan, , Greg and Paul Valiant, and others. Read their papers! 8/n

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  17. 23. sij

    This work entailed a new foray for me, into the exciting recent literature on finite-sample analysis of various testing questions, where many things turn out to be testable before they're estimable. 7/n

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  18. 23. sij

    While we do not propose any new tests in this work, we hope that our lower bounds (and proof techniques) can open the door to new constructive tests that test IIA rigorously, if not also efficiently. 6/n

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  19. 23. sij

    Our main result is a series of structure-dependent lower bounds on the minimax risk of the best possible test. "Structure" here is the quilted structure of how the sets that are relevant overlap. 5/n

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  20. 23. sij

    If you're concerned about every possible violation of IIA on every possible subset, it's pretty intuitive (albeit hard to prove!) that the test will require a huge number of samples. What's less clear is: what if you're only concerned with specific types of sets (e.g. pairs)? 4/n

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