Karen Yeats | Academic Influence

Karen Yeats's AcademicInfluence.com Rankings

Karen Yeats

Mathematics

#1656

World Rank

#2667

Historical Rank

Mathematical Physics

#84

World Rank

#98

Historical Rank

Measure Theory

#4759

World Rank

#5570

Historical Rank

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Mathematics

Karen Yeats's Degrees

PhD Mathematics University of British Columbia
Bachelors Mathematics University of British Columbia

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Why Is Karen Yeats Influential?

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According to Wikipedia, Karen Amanda Yeats is a Canadian mathematician and mathematical physicist whose research connects combinatorics to quantum field theory. She holds the Canada Research Chair in Combinatorics in Quantum Field Theory at the University of Waterloo.

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Karen Yeats's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

An Étude in non-linear Dyson–Schwinger Equations ⁎ (2006) (108)
Spanning Forest Polynomials and the Transcendental Weight of Feynman Graphs (2009) (87)
Growth estimates for Dyson-Schwinger equations (2008) (73)
Properties of c_2 invariants of Feynman graphs (2012) (37)
The QCD β-function from global solutions to Dyson–Schwinger equations (2008) (37)
Rearranging Dyson-Schwinger Equations (2011) (33)
Counting Rooted Trees: The Universal Law t(n)~C ρ-n n-3/2 (2006) (32)
Recursion and Growth Estimates in Renormalizable Quantum Field Theory (2006) (31)
A Combinatorial Perspective on Quantum Field Theory (2016) (31)
Scientific Advisory Committee (2014) (28)
A chord diagram expansion coming from some Dyson-Schwinger equations (2012) (27)
Resummed small-x and first-moment evolution of fragmentation functions in perturbative QCD (2012) (22)
The QCD beta-function from global solutions to Dyson-Schwinger equations (2009) (20)
Properties of the Corolla Polynomial of a 3-regular Graph (2012) (19)
Connected Chord Diagrams and Bridgeless Maps (2016) (18)
The saga of the High School Identities (2005) (17)
Characteristic Points of Recursive Systems (2009) (15)
Terminal chords in connected chord diagrams (2016) (15)
A few $c_2$ invariants of circulant graphs (2015) (14)
On the set of zero coefficients of a function satisfying a linear differential equation (2011) (12)
Diffeomorphisms of Quantum Fields (2016) (12)
$$\hbox {Next-to}{}^k$$ Leading Log Expansions by Chord Diagrams (2019) (12)
Progress on double-logarithmic large-x and small-x resummations for (semi-) inclusive hard processes (2012) (12)
Generalized chord diagram expansions of Dyson–Schwinger equations (2016) (11)
A four-vertex, quadratic, spanning forest polynomial identity (2011) (11)
Algebraic Interplay between Renormalization and Monodromy (2021) (10)
Forbidden minors for graphs with no first obstruction to parametric Feynman integration (2013) (10)
Some combinatorial interpretations in perturbative quantum field theory (2013) (9)
Unbounded Regions of Infinitely Logconcave Sequences (2007) (8)
$c_2$ invariants of recursive families of graphs (2017) (8)
A Special Case of Completion Invariance for the c 2 Invariant of a Graph (2017) (8)
Period Preserving Properties of an Invariant from the Permanent of Signed Incidence Matrices (2015) (7)
The size of characters of exceptional lie groups (2004) (6)
A combinatorial understanding of lattice path asymptotics (2013) (5)
Further investigations into the graph theory of $\phi^4$-periods and the $c_2$ invariant (2018) (5)
Connected Chord Diagrams and the Combinatorics of Asymptotic Expansions (2020) (5)
Compatible cycles and CHY integrals (2019) (4)
A bijection between certain quarter plane walks and Motzkin paths (2014) (4)
A study on prefixes of $c_2$ invariants (2018) (4)
A STUDY ON PREFIXES OF c2 INVARIANTS (2018) (4)
Bijections between Łukasiewicz Walks and Generalized Tandem Walks (2018) (4)
Tensor structure from scalar Feynman matroids (2010) (3)
Asymptotic Density in Combined Number Systems (2002) (3)
Diffeomorphisms of scalar quantum fields via generating functions (2020) (3)
Insects running on compliant surfaces (2007) (3)
c2 Invariants of Hourglass Chains via Quadratic Denominator Reduction (2021) (3)
Sufficient Conditions for Labelled 0-1 Laws (2006) (3)
A degree preserving delta wye transformation with applications to 6-regular graphs and Feynman periods (2021) (2)
The QED β-function from global solutions to Dyson-Schwinger equations (2021) (2)
Spectra and Systems of Equations (2009) (2)
Tree hook length formulae, Feynman rules and B-series (2014) (2)
Combinatorics of the geometry of Wilson loop diagrams II: Grassmann necklaces, dimensions, and denominators (2019) (2)
A Hopf Algebraic Approach to Schur Function Identities (2015) (2)
Combinatorics of the geometry of Wilson loop diagrams I: equivalence classes via matroids and polytopes (2019) (2)
Completing the $c_2$ completion conjecture for $p=2$ (2022) (2)
A Multiplicative Analogue of Schur's Tauberian Theorem (2003) (2)
Subdivergence-free gluings of trees (2021) (1)
Some results on double triangle descendants of $K_5$ (2019) (1)
Graph minors and the linear reducibility of Feynman diagrams (2017) (1)
Limbs and Cospectral Vertices in Trees (2018) (1)
Counting Rooted Trees: The Universal Law t(n) ~ C \rho^{-n} n^{-3/2} (2005) (1)
Sequences of Trees and Higher-Order Renormalization Group Equations (2019) (1)
SOME RESULTS ON AN ALGEBRO-GEOMETRIC CONDITION ON GRAPHS (2016) (1)
INSECTS RUNNING ON ELASTIC SURFACES: THE ROLE OF FEEDFORWARD CONTROL (2009) (1)
A result on the c2 invariant for powers of primes (2022) (1)
Admissible Dirichlet Series (2005) (1)
Tree Factorial and Leading Log Toys (2017) (0)
Sub-Hopf Algebras from Dyson-Schwinger Equations (2017) (0)
Feynman symmetries of the Martin and $c_2$ invariants of regular graphs (2023) (0)
Monadic second-order classes of forests with a monadic second-order 0-1 law (2010) (0)
Differential Equations and the (Next-To){}^{m} Leading Log Expansion (2017) (0)
Some results on Landau poles and Feynman diagram cut structure by Hopf algebra (2022) (0)
Combinatorial Aspects of Some Integration Algorithms (2017) (0)
Quantum Field Theory Set Up (2017) (0)
Recent higher-order results in perturbative QCD (2013) (0)
Math 821, Spring 2013, Lecture 14 (2013) (0)
Period Preserving Graph Symmetries (2017) (0)
Combinatorial and Algebraic Enumeration: a survey of the work of Ian P. Goulden and David M. Jackson (2022) (0)
Diffeomorphisms and Tree Level Amplitudes via Generating Functions (2019) (0)
Thanks to referees (2010) (0)
Tubings, chord diagrams, and Dyson--Schwinger equations (2023) (0)
Introduction to Dyson-Schwinger Equations (2017) (0)
An Invariant with These Symmetries (2017) (0)
Diffeomorphisms of Quantum Fields (2017) (0)
The \(c_2\) Invariant (2017) (0)
Resummed small-x and first-moment evolution of fragmentation functions in perturbative QCD (2012) (0)
Column expansion identities and quadratic spanning forest identities (2021) (0)
SUMMER SCHOOL “THE STRUCTURE OF LOCAL QUANTUM FIELDS” ORGS.: DIRK KREIMER WITH SPENCER BLOCH AND FRANCIS BROWN (2009) (0)
Chord Diagram Expansions (2017) (0)
Chord Diagram Expansions (2017) (0)
Analysis of Combinatorial Dyson-Schwinger Equations With Several Physical Models (2022) (0)
Feynman Integrals and Feynman Periods (2017) (0)
The Connes-Kreimer Hopf Algebra (2017) (0)
Combinatorial Classes and Rooted Trees (2017) (0)

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