Timothy Cohen

Timothy Cohen

University of Oregon

H-index: 41

North America-United States

About Timothy Cohen

Timothy Cohen, With an exceptional h-index of 41 and a recent h-index of 32 (since 2020), a distinguished researcher at University of Oregon, specializes in the field of Physics.

His recent articles reflect a diverse array of research interests and contributions to the field:

Dark sector glueballs at the LHC

Muon collider forum report

Effective field theory of the two Higgs doublet model

On Amplitudes and Field Redefinitions

arXiv: Dark Sector Showers in the Lund Jet Plane

A tail of eternal inflation

arXiv: Dark Sector Glueballs at the LHC

arXiv: Anomaly Cancellation in Effective Field Theories From the Covariant Derivative Expansion

Timothy Cohen Information

University

Position

___

Citations(all)

4931

Citations(since 2020)

3142

Cited By

2826

hIndex(all)

41

hIndex(since 2020)

32

i10Index(all)

63

i10Index(since 2020)

49

Email

University Profile Page

University of Oregon

Google Scholar

View Google Scholar Profile

Timothy Cohen Skills & Research Interests

Physics

Top articles of Timothy Cohen

Title

Journal

Author(s)

Publication Date

Dark sector glueballs at the LHC

Journal of High Energy Physics

Austin Batz

Timothy Cohen

David Curtin

Caleb Gemmell

Graham D Kribs

2024/4

Muon collider forum report

Journal of Instrumentation

KM Black

S Jindariani

D Li

F Maltoni

P Meade

...

2024/2/23

Effective field theory of the two Higgs doublet model

Journal of High Energy Physics

Ian Banta

Timothy Cohen

Nathaniel Craig

Xiaochuan Lu

Dave Sutherland

2023/6

On Amplitudes and Field Redefinitions

arXiv preprint arXiv:2312.06748

Timothy Cohen

Xiaochuan Lu

Dave Sutherland

2023/12/11

arXiv: Dark Sector Showers in the Lund Jet Plane

Timothy Cohen

Christiane Scherb

Jennifer Roloff

2023/1/18

A tail of eternal inflation

SciPost Physics

Timothy Cohen

Daniel Green

Akhil Premkumar

2023/5/12

arXiv: Dark Sector Glueballs at the LHC

Austin Batz

Caleb Gemmell

Graham D Kribs

Timothy Cohen

David Curtin

2023/10/20

arXiv: Anomaly Cancellation in Effective Field Theories From the Covariant Derivative Expansion

Timothy Cohen

Zhengkang Zhang

Xiaochuan Lu

2023/1/2

arXiv: Effective Field Theory of the Two Higgs Doublet Model

Ian Banta

Dave Sutherland

Xiaochuan Lu

Nathaniel Craig

Timothy Cohen

2023/4/19

Anomaly cancellation in effective field theories from the covariant derivative expansion

Physical Review D

Timothy Cohen

Xiaochuan Lu

Zhengkang Zhang

2023/9/29

arXiv: Anomalies From the Covariant Derivative Expansion

Timothy Cohen

Zhengkang Zhang

Xiaochuan Lu

2023/1/2

Large deviations in the early Universe

Physical Review D

Timothy Cohen

Daniel Green

Akhil Premkumar

2023/4/4

Dark sector showers in the Lund jet plane

Physical Review D

Timothy Cohen

Jennifer Roloff

Christiane Scherb

2023/8/4

Dynamics of stellar disc tilting from satellite mergers

Monthly Notices of the Royal Astronomical Society

Benjamin C Dodge

Oren Slone

Mariangela Lisanti

Timothy Cohen

2023/1

On-shell covariance of quantum field theory amplitudes

Physical Review Letters

Timothy Cohen

Nathaniel Craig

Xiaochuan Lu

Dave Sutherland

2023/1/27

Anomalies from the covariant derivative expansion

Physical Review D

Timothy Cohen

Xiaochuan Lu

Zhengkang Zhang

2023/6/20

arXiv: On Amplitudes and Field Redefinitions

Timothy Cohen

Xiaochuan Lu

Dave Sutherland

2023/12/11

The forward physics facility at the high-luminosity LHC

Journal of Physics G: Nuclear and Particle Physics

Jonathan L Feng

Felix Kling

Mary Hall Reno

Juan Rojo

Dennis Soldin

...

2023/1/20

arXiv: Report of the Topical Group on Physics Beyond the Standard Model at Energy Frontier for Snowmass 2021

Tulika Bose

Patric Muggli

Chiara Rizzi

Samuel Homiller

Oleksii Mikulenko

...

2022/9/26

Unitarity bounds on effective field theories at the LHC

Journal of High Energy Physics

Timothy Cohen

Joel Doss

Xiaochuan Lu

2022/4

See List of Professors in Timothy Cohen University(University of Oregon)