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  1. www-users.cse.umn.edu › ~garrettPaul Garrett's Home Page - University of Minnesota

    4 days ago · [ Paul Garrett's Page ] "You can't check infinitely-many things... you don't have all day." Carol Brunzell "In an age of universal deceit, telling the truth is a revolutionary act" attributable, in reverse chronological order, at least to: George Orwell , Antonio Gramsci, and (via Rosa Luxemburg), Ferdinand Lasalle (1862) (Thanks to Brad Brock for the backward pointers!)

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  3. cse.umn.edu › math › paul-garrettPaul Garrett - College of Science and Engineering

    Biography. Teaching. Research Interests. Automorphic forms, L-functions, representations, harmonic analysis, number theory. Research Website. Paul Garrett is a Professor in The department of School of Mathematics. at the University of Minnesota.

  4. www-users.cse.umn.edu › ~garrett › mFunctional Analysis - University of Minnesota

    Unless explicitly noted otherwise, everything here, work by Paul Garrett, is licensed under a Creative Commons Attribution 3.0 Unported License. ... [garrett@umn.edu ] The University of Minnesota explicitly requires that I state that "The views and opinions expressed in this page are strictly those of the page author.

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  6. www.universityofgalway.ie › our-research › peoplePolitical Science & Sociology - University of Galway

    Paul Michael Garrett is an educator and writer who has been described by the International Journal of Social Welfare, as 'probably the most important critical social work theorist in the English-speaking world'. His most recent book is Dissenting Social Work: Critical Theory, Resistance and Pandemic (Routledge, 2021).

  7. www-users.cse.umn.edu › ~garrett › mL-functions, and number theory - University of Minnesota

    Surprisingly palatable, relatively elementary argument for an assertion exemplified by Q (√2, √3, √5) = Q (√2+ √3+ √5). Slightly more generally for an n-th root of unity ζ, with a,b,c relatively prime integers, Q (ζ) ( n √a, n √b, n √c) = Q (ζ) ( n √a+ n √b+ n √c). Prior art dates at least to Hasse in 1933.

  8. www-users.cse.umn.edu › ~garrett › mPaul Garrett's Notes - University of Minnesota

    Paul Garrett's Notes. Lecture Notes and Exercises. [ home ] [ garrett@math.umn.edu ] Intro to Modular/Automorphic Forms and L-functions. Vignettes: Automorphic (Modular) Forms, Representations, L-functions, Number Theory. Representation theory. Functional Analysis. Real Analysis. Homological... [ Buildings book ] ... [ HTML Bibliography ]

  9. findanexpert.unimelb.edu.au › profile › 862384-paulDr Paul Garrett : Find an Expert : The University of Melbourne

    Paul Garrett. Research Fellow in Mathemetical Psychology. Melbourne School of Psychological Sciences. Division. Medicine, Dentistry and Health Sciences. Print. Paul's Short Profile. Enquiries. Contact. Scroll to top ↑. Highlights. Insights. Scholarly Works. News. Credentials. Find out more about Paul Garrett's experience. My Highlights.

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