Karen Yeats

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Stanley BurrisDistinguished Professor Emeritus, University of WaterlooVerified email at www.math.uwaterloo.ca
Jason P. BellUniversity of WaterlooVerified email at uwaterloo.ca
David UminskyUniversity of ChicagoVerified email at uchicago.edu
BrownCNRS-IHESVerified email at ihes.fr
Oliver SchnetzDepartment Mathematik, Universität Erlangen-NürnbergVerified email at mi.uni-erlangen.de
Julien CourtielUniversité de CaenVerified email at unicaen.fr
Susama AgarwalaJHU APLVerified email at jhuapl.edu
Marni MishnaSimon Fraser UniversityVerified email at sfu.ca
Sian FryerVerified email at ucsb.edu
Ali Assem MahmoudUniversity of Waterloo, Institute for Quantum Computing, Perimeter Institute for Theoretical PhysicsVerified email at uwaterloo.ca
Noam ZeilbergerEcole PolytechniqueVerified email at lix.polytechnique.fr
Samuel D. N. JohnsonSimon Fraser UniversityVerified email at sfu.ca
Jim ShawGraduate student at the University of TorontoVerified email at math.utoronto.ca
Samson BlackWashington State UniversityVerified email at wsu.edu
Frédéric ChyzakINRIAVerified email at inria.fr
Freddy CachazoFaculty, Perimeter InstituteVerified email at perimeterinstitute.ca
Bradley R. JonesDepartment of Mathematics, Simon Fraser UniversityVerified email at cfenet.ubc.ca
Benjamin MooreInstitute of Science and Technology AustriaVerified email at ist.ac.at
Erik PanzerMathematical Institute, University of OxfordVerified email at maths.ox.ac.uk
Alejandro Henry MoralesUniversity of Massachusetts, AmherstVerified email at math.umass.edu

Karen Yeats

University of Waterloo

Verified email at uwaterloo.ca

Combinatorics and quantum field theory


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
An étude in non-linear Dyson–Schwinger equations D Kreimer, K Yeats Nuclear Physics B-Proceedings Supplements 160, 116-121, 2006	101	2006
Spanning forest polynomials and the transcendental weight of Feynman graphs F Brown, K Yeats Communications in mathematical physics 301 (2), 357-382, 2011	79	2011
Growth estimates for Dyson-Schwinger equations K Yeats arXiv preprint arXiv:0810.2249, 2008	58	2008
Resummed small-x and first-moment evolution of fragmentation functions in perturbative QCD CH Kom, A Vogt, K Yeats Journal of High Energy Physics 2012 (10), 1-24, 2012	45	2012
A combinatorial perspective on quantum field theory K Yeats Springer International Publishing, 2017	40	2017
The QED β-function from global solutions to Dyson–Schwinger equations G van Baalen, D Kreimer, D Uminsky, K Yeats Annals of Physics 324 (1), 205-219, 2009	40	2009
Counting Rooted Trees: The Universal Law t (n)~ C\rho^{-n} n^{-3/2} JP Bell, SN Burris, KA Yeats arXiv preprint math/0512432, 2005	39	2005
Properties of invariants of Feynman graphs F Brown, O Schnetz, K Yeats Advances in Theoretical and Mathematical Physics 18 (2), 323-362, 2014	37	2014
Recursion and growth estimates in renormalizable quantum field theory D Kreimer, K Yeats Communications in mathematical physics 279, 401-427, 2008	34	2008
The QCD β-function from global solutions to Dyson–Schwinger equations G Van Baalen, D Kreimer, D Uminsky, K Yeats Annals of Physics 325 (2), 300-324, 2010	32	2010
Rearranging Dyson-Schwinger equations K Yeats American Mathematical Society 211 (995), 2011	31	2011
A chord diagram expansion coming from some Dyson-Schwinger equations N Marie, K Yeats arXiv preprint arXiv:1210.5457, 2012	29	2012
Terminal chords in connected chord diagrams J Courtiel, K Yeats Annales de l’Institut Henri Poincaré D 4 (4), 417-452, 2017	20	2017
Connected chord diagrams and bridgeless maps J Courtiel, K Yeats, N Zeilberger arXiv preprint arXiv:1611.04611, 2016	19	2016
Properties of the corolla polynomial of a 3-regular graph D Kreimer, K Yeats arXiv preprint arXiv:1207.5460, 2012	19	2012
Characteristic points of recursive systems J Bell, S Burris, K Yeats arXiv preprint arXiv:0905.2585, 2009	18	2009
Diffeomorphisms of quantum fields D Kreimer, K Yeats Mathematical physics, analysis and geometry 20, 1-36, 2017	17	2017
The saga of the high school identities SN Burris, KA Yeats Algebra Universalis 52, 325-342, 2005	17	2005
A combinatorial understanding of lattice path asymptotics S Johnson, M Mishna, K Yeats Advances in Applied Mathematics 92, 144-163, 2018	14	2018
A few invariants of circulant graphs K Yeats arXiv preprint arXiv:1507.06974, 2015	14	2015

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