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  1. en.wikipedia.org › wiki › Timothy_PTimothy P. Riley - Wikipedia

    Timothy P. Riley is an American music executive and formerly video game executive. He has worked on numerous video game titles including Call of Duty, Guitar Hero, DJ Hero, True Crime, Spider-Man: Shattered Dimensions and Tony Hawk: Shred and the film Couples Retreat.

  2. pi.math.cornell.edu › ~riley › teachingTIM RILEY - pi.math.cornell.edu

    Fall 2010. MATH 1910, Calculus. Fall 2009. MATH 4530, Introduction to Topology. MATH 7390, Topics in Algebra: Non–positively curved groups. Homepage of Timothy Riley.

  3. pi.math.cornell.edu › ~rileyTIM RILEY - Cornell University

    Homepage of Timothy Riley. Department of Mathematics 310 Malott Hall Cornell University Ithaca, NY 14853–4201

  4. pi.math.cornell.edu › ~riley › articlesTIMOTHY RILEY - pi.math.cornell.edu

    Proc. Amer. Math. Soc. 145 (2017), 5059–5069. Ackermannian integer compression and the word problem for hydra groups. with Will Dison and Eduard Einstein, Mathematical Foundations of Computer Science 2016 (Krakow) Taming the hydra: the word problem and extreme integer compression.

  5. math.cornell.edu › timothy-rileyTimothy Riley | Department of Mathematics - Cornell University

    Timothy Riley | Department of Mathematics. Professor. Research Focus. Geometric group theory. I work in geometric group theory.

  6. www.arts.cornell.edu › people › timothy-rileyTimothy Riley - arts.cornell.edu

    I work in geometric group theory. I study infinite discrete groups via associated metric spaces, Riemannian manifolds, graphs and cell complexes, and I focus on geometric features such as curvature, the shapes of balls, and characteristics of discs spanning loops (which can be called soap-film geometry).

  7. www.mathlab.cornell.edu › m › PeopleTimothy Riley | pi.math.cornell.edu

    Associate Professor of Mathematics. 403 Malott Hall. tim.riley@math.cornell.edu. www.math.cornell.edu/~riley/ D.Phil. (2002) Oxford University. Research Area. Geometric group theory. I work in geometric group theory.