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■ Abbreviation / Long Form : RFOT / random first-order transition
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Total Number of Papers:
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Abbreviation:
RFOT
(
>> Co-occurring Abbreviation
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Long Form:
random first-order transition
Abbreviation Variation
RFOT (15 times)
Long Form Variation
random first-order transition (7 times)
random first order transition (5 times)
Random First Order Transition (2 times)
Random First-Order Transition (1 time)
Pair(Abbreviation/Long Form) Variation
RFOT / random first-order transition (7 times)
RFOT / random first order transition (5 times)
RFOT / Random First Order Transition (2 times)
RFOT / Random First-Order Transition (1 time)
No.
Year
Title
Co-occurring Abbreviation
1
2020
Fragile-to-strong crossover, growing length scales, and dynamic heterogeneity in Wigner glasses.
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2
2019
Can the glass transition be explained without a growing static length scale?
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3
2019
Revisiting the replica theory of the liquid to ideal glass transition.
HNC
4
2018
A random first-order transition theory for an active glass.
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5
2016
Understanding the dynamics of glass-forming liquids with random pinning within the random first order transition theory.
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6
2015
Hypernetted-chain investigation of the random first-order transition of a Lennard-Jones liquid to an ideal glass.
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7
2014
An investigation of the liquid to glass transition using integral equations for the pair structure of coupled replicae.
HNC
,
RY
8
2013
Exact theory of dense amorphous hard spheres in high dimension. II. The high density regime and the Gardner transition.
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9
2013
Manifestation of random first-order transition theory in Wigner glasses.
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10
2013
Microscopically based calculations of the free energy barrier and dynamic length scale in supercooled liquids: the comparative role of configurational entropy and elasticity.
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11
2013
The relationship of dynamical heterogeneity to the Adam-Gibbs and random first-order transition theories of glass formation.
CRR
12
2012
Liquid state elasticity and the onset of activated transport in glass formers.
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13
2008
On the surface of glasses.
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14
2005
Bridging the gap between the mode coupling and the random first order transition theories of structural relaxation in liquids.
MCT
15
2005
Mosaic energy landscapes of liquids and the control of protein conformational dynamics by glass-forming solvents.
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