Mikhail A. Shifman
Affiliations: | University of Minnesota, Twin Cities, Minneapolis, MN |
Area:
Elementary Particles and High Energy Physics, MathematicsGoogle:
"Mikhail Shifman"Collaborators
Sign in to add collaboratorFrancesco Sannino | collaborator | 2002-2003 | Minnesota University (Physics Tree) |
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Publications
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Kampf K, Novotny J, Shifman M, et al. (2020) New Soft Theorems for Goldstone-Boson Amplitudes. Physical Review Letters. 124: 111601 |
Shifman M. (2020) Musings on the current status of HEP Modern Physics Letters A. 35: 2030003 |
Sheu C, Shifman M. (2020) From Gauged Linear Sigma Models to Geometric Representation of $\mathbb{WCP}(N,\tilde{N})$ in 2D Physical Review D. 101 |
Cherman A, Shifman M, Ünsal M. (2019) Bose-Fermi cancellations without supersymmetry Physical Review D. 99 |
Chen J, Shifman M. (2019) Comments on the NSVZ $\beta$ Functions in Two-dimensional $\mathcal N=(0,2)$ Supersymmetric Models Physical Review D. 99 |
Shifman M, Vainshtein A. (2017) (In)dependence of 𝜃 in the Higgs regime without axions Modern Physics Letters A |
Shifman M, Yung A. (2017) Non-Abelian vortex in four dimensions as a critical superstring Jetp Letters. 105: 60-68 |
Chen J, Cui X, Shifman M, et al. (2017) Anomalies of minimal ${ \mathcal N }=(0,1)$ and ${ \mathcal N }=(0,2)$ sigma models on homogeneous spaces Journal of Physics A. 50: 25401 |
Chen J, Cui X, Shifman M, et al. (2016) On isometry anomalies in minimal = (0, 1) and = (0, 2) sigma models International Journal of Modern Physics A. 31 |
Koroteev P, Shifman M, Yung A. (2016) Non-Abelian vortex in four dimensions as a critical string on a conifold Physical Review D. 94: 65002 |