Ryan Reich

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RyanC. Reich

Ryan C. Reich

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Biography

University of Michigan - Mathematics

Haskell aficionado, blockchain buff, consensus enthusiast.
Computer Software
Ryan
Reich
Panorama City, California
I am a Haskell developer interested in blockchain technologies, particularly smart contracts and consensus algorithms, formerly a mathematician specializing in algebraic geometry and representation theory.

Experience

  • ConsenSys

    Senior functional programmer

    Ryan worked at ConsenSys as a Senior functional programmer

  • University of Michigan

    RTG Assistant Professor

    Ryan worked at University of Michigan as a RTG Assistant Professor

  • UCLA

    Guest of the mathematics department

    I am visiting the math department at UCLA.

  • Harvard University

    Graduate research fellow

    My thesis is in the geometric Langlands program, part of geometric representation theory.

  • Harvard University

    Graduate teaching fellow

    I have taught three courses in linear algebra and two of calculus. I am the principal lecturer for my section, preparing lessons and contributing to and grading exams.

  • BlockApps

    Haskell developer, API engineer, deployment expert, founding member

    BlockApps is building a platform for developing and running apps on the Ethereum blockchain and others via a unified web interface. I am a Haskell developer working, among other things, on an Ethereum client. I wrote the blockapps-js api library to Ethereum, and I am deploying servers with our system in the blockapps.net domain.

Education

  • University of Chicago

    BA

    Mathematics
    Undergraduate thesis in algebraic topology: An introduction to K-theory: Two equivalent approaches

  • Harvard University

    Ph.D

    Mathematics
    Thesis and area of study in geometric representation theory; advisor is Prof. Dennis Gaitsgory Masters Thesis on automorphic representations (part of the Langlands program) Studied algebraic geometry with Prof. Joe Harris for one year

  • Harvard University

    Graduate research fellow


    My thesis is in the geometric Langlands program, part of geometric representation theory.

  • Harvard University

    Graduate teaching fellow


    I have taught three courses in linear algebra and two of calculus. I am the principal lecturer for my section, preparing lessons and contributing to and grading exams.

  • Stuyvesant High School

    High School

    Mathematics
    Stuyvesant is a selective public magnet school with a science focus in New York City.

Publications

  • Obvious natural morphisms of sheaves are unique

    Theory Appl. Categ. 29 (2014), no. 4, 48-99

  • Obvious natural morphisms of sheaves are unique

    Theory Appl. Categ. 29 (2014), no. 4, 48-99

  • Notes on Beilinson's "How to glue perverse sheaves"​

    J. Singul. 1 (2010), 94-115

  • Obvious natural morphisms of sheaves are unique

    Theory Appl. Categ. 29 (2014), no. 4, 48-99

  • Notes on Beilinson's "How to glue perverse sheaves"​

    J. Singul. 1 (2010), 94-115

  • Twisted geometric Satake equivalence via gerbes on the factorizable grassmannian

    Represent. Theory 16 (2012), 345-449

MATH 285

3(2)

  • Level:
  • Credit hours: 0

MATH 286

2.2(3)

  • Level:
  • Credit hours: 0

MATH 452

3.5(1)

  • Level:
  • Credit hours: 0
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