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Michael Bishop
Michael Bishop
Associate Professor of Mathematics, California State University, Fresno
Verified email at mail.fresnostate.edu - Homepage
Title
Cited by
Cited by
Year
Modified commutators are not sufficient to determine a quantum gravity minimal length scale
M Bishop, J Lee, D Singleton
Physics Letters B 802, 135209, 2020
322020
Reconciling a quantum gravity minimal length with lack of photon dispersion
M Bishop, J Contreras, J Lee, D Singleton
Physics Letters B 816, 136265, 2021
202021
The glass to superfluid transition in dirty bosons on a lattice
J Stasińska, P Massignan, M Bishop, J Wehr, A Sanpera, M Lewenstein
New Journal of Physics 14 (4), 043043, 2012
202012
Spectral gap and edge excitations of d-dimensional PVBS models on half-spaces
M Bishop, B Nachtergaele, A Young
Journal of Statistical Physics 162 (6), 1485-1521, 2016
192016
Modified commutation relationships from the Berry-Keating program
M Bishop, E Aiken, D Singleton
Physical Review D 99 (2), 026012, 2019
162019
Ground state energy of the one-dimensional discrete random Schrödinger operator with Bernoulli potential
M Bishop, J Wehr
Journal of Statistical Physics 147 (3), 529-541, 2012
102012
“The more things change the more they stay the same” Minimum lengths with unmodified uncertainty principle and dispersion relation
M Bishop, J Contreras, D Singleton
International Journal of Modern Physics D 31 (14), 2241002, 2022
62022
Spectral Gaps for the Two-Species Product Vacua and Boundary States Models on the d-Dimensional Lattice
M Bishop
Journal of Statistical Physics 175 (2), 418-455, 2019
52019
Ground state energy of mean field model of interacting bosons in Bernoulli potential
M Bishop, J Wehr
Journal of Mathematical Physics 54 (8), 2013
32013
Modified commutators vs. modified operators in a quantum gravity minimal length scale
M Bishop, J Contreras, J Lee, D Singleton
AIP Conference Proceedings 2302 (1), 2020
22020
Lifschitz Tails for Random Schrödinger Operator in Bernoulli Distributed Potentials
M Bishop, V Borovyk, J Wehr
Journal of Statistical Physics 160 (1), 151-162, 2015
12015
Minimal lengths in 3D via the generalized uncertainty principle
M Bishop, J Contreras, P Martin, P Nicolini, D Singleton
Physics Letters B 847, 138263, 2023
2023
Quantum gravity, the cosmological constant, and parity transformation
M Bishop, P Martin, D Singleton
Physics Letters B 845, 138173, 2023
2023
Minimum Length Via Modified Operators
J Contreras, D Singleton, M Bishop, J Lee
Bulletin of the American Physical Society 66, 2021
2021
Modified Commutators vs Modified Operators in a Quantum Gravity minimal length scale
D Singleton, M Bishop, J Lee, J Contreras
MDPI, 2021
2021
Reconciling a quantum gravity minimal length with lack of photon dispersion
D Singleton, M Bishop, J Contreras, J Lee
APS April Meeting Abstracts 2021, E17. 006, 2021
2021
Minimum Length Scenarios via Modified Uncertainty Principles and Operators
J Lee, D Singleton, M Bishop, J Contreras
Bulletin of the American Physical Society 65, 2020
2020
Photon Dispersion in Quantum Gravity
J Contreras, M Bishop, J Lee, D Singleton
Bulletin of the American Physical Society 65, 2020
2020
Modified commutation relationships via the Riemann Hypothesis
E Aiken, M Bishop, D Singleton
Bulletin of the American Physical Society 63, 2018
2018
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