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A note on the dynamics of extended-context disordered kinetic spin models. [PDF]

J Phys A Math Theor
Zavatone-Veth JA, Pehlevan C.
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Weighted Equilibrium States at Zero Temperature

Journal of Dynamical Systems and Geometric Theories, 2020
Weighted thermodynamic and multifractal formalism for finite alphabet subshifts have been presented by Barral and Feng (Asian J. Math, 16, 319–352, 2012).
Meson, Alejandro Mario, Vericat, Fernando   +1 more
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ZERO-TEMPERATURE SKEWED CHIRAL POTTS MODEL

Reviews in Mathematical Physics, 1994
Functional relations have previously been obtained for the eigenvalues of the transfer matrices of the chiral Potts model. Introducing skewed boundary conditions is equivalent to merely modifying the quantum number of the spin shift operator in the relations (which accounts for at least some of the previously noted "spurious solutions").
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Zero-Temperature Dynamics

2016
In numerous glassy systems, such as electron [Efr75, Dav82, Pan05, Pal12], structural [Wya12, Ler13, Kal14] and spin glasses [Tho77, Dou10, Sha14], it is possible to identify a set of states that exhibit a distribution of soft modes , unrelated to any symmetry, that reaches zero asymptotically.
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Zero Thermal Noise in Resistors at Zero Temperature

Fluctuation and Noise Letters, 2016
The bandwidth of transistors in logic devices approaches the quantum limit, where Johnson noise and associated error rates are supposed to be strongly enhanced. However, the related theory — asserting a temperature-independent quantum zero-point (ZP) contribution to Johnson noise, which dominates the quantum regime — is controversial and resolution of
Laszlo B. Kish, Gunnar A. Niklasson, Claes-Göran Granqvist   +2 more
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Temperatures Above Zero

2021
Judy Leimbach, Kathy Leimbach, Mary Lou Johnson   +2 more
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Temperatures Below Zero

2021
Judy Leimbach, Kathy Leimbach, Mary Lou Johnson   +2 more
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Engineered platforms for topological superconductivity and Majorana zero modes

Nature Reviews Materials, 2021
Karsten Flensberg, Felix von Oppen, Ady Stern   +2 more
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