2026 Paul Fendley: Mathematics Researcher – H-Index, Publications & Awards

Discipline name	D-Index	World Ranking	Current World Ranking	National Ranking	Current National Ranking	Publications	Citations
Mathematics	35	2774	2480	182	163	96	5253

Research.com Recognitions

2013 - Fellow of American Physical Society (APS) Citation For applying the mathematics of integrable systems to low dimensional systems, including spin chains and fractional quantum Hall states
1998 - Fellow of Alfred P. Sloan Foundation

Overview

Paul Fendley is a researcher affiliated with the University of Oxford in the United Kingdom. Their work primarily focuses on Physics and Astronomy, with extensive contributions in the subfields of Atomic and Molecular Physics, and Optics, Condensed Matter Physics, Geometry and Topology, Nuclear and High Energy Physics, and Artificial Intelligence.

The scientist's research covers a range of topics including Quantum many-body systems, Physics of Superconductivity and Magnetism, Algebraic structures and combinatorial models, Cold Atom Physics and Bose-Einstein Condensates, Nonlinear Waves and Solitons, Black Holes and Theoretical Physics, and Theoretical and Computational Physics.

Paul Fendley has published in several scientific venues, with frequent contributions to:

arXiv (Cornell University)
SciPost Physics
Physical review. B./Physical review. B
Physical review. E
Annales de l'Institut Henri Poincaré D Combinatorics Physics and their Interactions

Some of the recent papers authored or co-authored by Paul Fendley include:

"Large classes of quantum scarred Hamiltonians from matrix product states" (2020), Physical review. B./Physical review. B
"Topological Defects on the Lattice: Dualities and Degeneracies" (2020), arXiv (Cornell University)
"Microscopic characterization of Ising conformal field theory in Rydberg chains" (2021), Physical review. B./Physical review. B
""Not-A", representation symmetry-protected topological, and Potts phases in an S₃-invariant chain" (2020), Physical review. B./Physical review. B
"From the XXZ chain to the integrable Rydberg-blockade ladder via non-invertible duality defects" (2024), SciPost Physics

Throughout their career, Paul Fendley has collaborated frequently with researchers including Luisa Eck, Edward E. O'Brien, David Aasen, Roger S. K. Mong, and Éric Vernier, among others.

Paul Fendley has been recognized by prestigious organizations, having been named a Fellow of the American Physical Society in 2013 with a citation highlighting their application of the mathematics of integrable systems to low dimensional systems such as spin chains and fractional quantum Hall states.

Earlier in their career, they were also named a Fellow of the Alfred P. Sloan Foundation in 1998.

Best Publications

Exact conductance through point contacts in the nu =1/3 fractional quantum Hall Effect.

P. Fendley;A. W. W. Ludwig;H. Saleur

412
Citations
Parafermionic edge zero modes inZn-invariant spin chains

Paul Fendley

387
Citations
Exact nonequilibrium transport through point contacts in quantum wires and fractional quantum Hall devices

P. Fendley;A. W. W. Ludwig;H. Saleur

376
Citations
Topological Phases with Parafermions: Theory and Blueprints

Jason Alicea;Paul Fendley

329
Citations
A new supersymmetric index

Sergio Cecotti;Sergio Cecotti;Paul Fendley;Ken Intriligator;Cumrun Vafa

328
Citations
Competing density-wave orders in a one-dimensional hard-boson model

Paul Fendley;K. Sengupta;Subir Sachdev

281
Citations
Exact Nonequilibrium dc Shot Noise in Luttinger Liquids and Fractional Quantum Hall Devices

P. Fendley;A. W. W. Ludwig;H. Saleur

206
Citations
Exact solution of a massless scalar field with a relevant boundary interaction

P. Fendley;H. Saleur;N.P. Warner

199
Citations
Integrable deformations and scattering matrices for the N = 2 supersymmetric discrete series

P. Fendley;S.D. Mathur;C. Vafa;N.P. Warner

182
Citations
Lattice models with N= 2 supersymmetry

Paul Fendley;Kareljan Schoutens;Jan de Boer

168
Citations
Free parafermions

Paul Fendley

166
Citations
Topological Defects on the Lattice I: The Ising model

David Aasen;Roger S. K. Mong;Paul Fendley

158
Citations
Mammographic determination of breast volume: comparing different methods

C L Kalbhen;J J McGill;P M Fendley;K W Corrigan

145
Citations
Scattering and thermodynamics of fractionally-charged supersymmetric solitons

P. Fendley;Kenneth A. Intriligator

130
Citations
Realizing non-Abelian statistics in time-reversal-invariant systems

Paul Fendley;Eduardo H Fradkin

116
Citations
Scattering and thermodynamics in integrable N=2 theories

P. Fendley;Kenneth A. Intriligator

115
Citations
Deriving boundary S matrices

P. Fendley;H. Saleur

113
Citations
Large classes of quantum scarred Hamiltonians from matrix product states

Sanjay Moudgalya;Edward O'Brien;B. Andrei Bernevig;Paul Fendley

109
Citations
Lattice fermion models with supersymmetry

Paul Fendley;Bernard Nienhuis;Kareljan Schoutens

107
Citations
Stability of zero modes in parafermion chains

Adam S. Jermyn;Roger S. K. Mong;Jason Alicea;Paul Fendley

107
Citations
Exact results for strongly correlated fermions in 2 + 1 dimensions

Paul Fendley;Kareljan Schoutens

106
Citations
Long coherence times for edge spins

Jack Kemp;Norman Y Yao;Christopher R Laumann;Paul Fendley

102
Citations
Topological Defects on the Lattice: Dualities and Degeneracies

David Aasen;Paul Fendley;Roger S. K. Mong

102
Citations
MASSLESS FLOWS II: THE EXACT S-MATRIX APPROACH

P. Fendley;H. Saleur;Alexei B. Zamolodchikov

100
Citations
Non-critical orbifolds

P. Fendley;P. Ginsparg

93
Citations

Frequent Co-Authors

Hubert Saleur CEA Saclay

Chetan Nayak Microsoft (United States)

Matthew P. A. Fisher University of California, Santa Barbara

Eduardo Fradkin University of Illinois at Urbana-Champaign

Cumrun Vafa Harvard University

Nicholas P. Warner University of Southern California

Joel E. Moore Lawrence Berkeley National Laboratory

Matthias Troyer Microsoft (United States)

Frank Verstraete Ghent University

Nicolas Regnault Princeton University

External Links

Personal website of Paul Fendley

If you think any of the details on this page are incorrect, let us know.

Related Online Degrees & Career Pathways

For students interested in Mathematics, exploring related online degrees can open diverse career opportunities. Combining mathematical skills with business knowledge is increasingly valuable. For example, pursuing dba programs online equips you for leadership roles in data-driven industries, blending analytics with strategic decision-making.

Finance is another field where math proficiency is crucial. Opting for one of the cheapest online masters in finance allows you to build expertise efficiently, preparing for careers in investment, risk analysis, or financial management without heavy student debt.

For those aiming to accelerate their qualifications, the shortest mba program online options provide a quick pathway to strengthen business acumen alongside technical skills, making graduates highly adaptable in competitive job markets.

Marketing also intersects with mathematics in areas like analytics and consumer behavior. Earning one of the cheapest online marketing degree programs with strong ROI can pave the way for careers that combine data insights with creative strategy.