Physical Review Research,
Journal Year:
2022,
Volume and Issue:
4(4)
Published: Nov. 14, 2022
Data
from
experiments
and
theoretical
arguments
are
the
two
pillars
sustaining
job
of
modelling
physical
systems
through
inference.
In
order
to
solve
inference
problem,
data
should
satisfy
certain
conditions
that
depend
also
upon
particular
questions
addressed
in
a
research.
Here
we
focus
on
characterization
terms
distance
equilibrium,
typically
entropy
production
(time-reversal
asymmetry)
or
violation
Kubo
fluctuation-dissipation
relation.
We
show
how
general,
counter-intuitive
negative
for
inference,
is
problem
impossibility
estimate
equilibrium
using
series
scalar
which
have
Gaussian
statistics.
This
occurs
when
correlated
time,
most
interesting
case
because
it
usually
stems
multi-dimensional
linear
Markovian
system
where
there
many
time-scales
associated
different
variables
and,
possibly,
thermal
baths.
Observing
single
variable
(or
combination
variables)
results
one-dimensional
process
always
indistinguishable
an
one
(unless
perturbation-response
experiment
available).
setting
only
analysis
(and
not
new
experiments)
allowed,
propose
-
as
way
out
combined
use
acquired
with
parameters.
strategy
works
sufficient
knowledge
connection
between
experimental
parameters
model
briefly
discuss
such
emerge,
similarly,
context
Markov
chains
within
coarse-graining
schemes.
Our
conclusion
related
quite
fine
full
phase
space,
therefore
hard
approximate
real
experiments.
Physical Review X,
Journal Year:
2022,
Volume and Issue:
12(3)
Published: Aug. 12, 2022
The
inference
of
thermodynamic
quantities
from
the
description
an
only
partially
accessible
physical
system
is
a
central
challenge
in
stochastic
thermodynamics.
A
common
approach
coarse-graining,
which
maps
dynamics
such
to
reduced
effective
one.
While
coarse-graining
states
into
compound
ones
well
studied
concept,
recent
evidence
hints
at
complementary
by
considering
observable
transitions
and
waiting
times.
In
this
work,
we
consider
time
distributions
between
two
consecutive
Markov
network.
We
formulate
entropy
estimator
using
their
ratios
quantify
irreversibility.
Depending
on
complexity
underlying
network,
criteria
infer
whether
recovers
full
production
or
it
just
provides
lower
bound
that
improves
established
results.
This
conceptual
approach,
based
irreversibility
cycles,
additionally
enables
us
derive
estimators
for
topology
i.e.,
presence
hidden
cycle,
its
number
driving
affinity.
Adopting
equivalent
semi-Markov
description,
our
results
can
be
condensed
fluctuation
theorem
corresponding
process.
mathematical
perspective
unifying
framework
considered
here
earlier
ones.
crucial
role
correct
version
time-reversal
helps
clarify
debate
meaning
formal
versus
Extensive
numerical
calculations
direct
evaluation
waiting-time
illustrate
exact
provide
estimate
quality
bounds
affinities
cycles.
Science,
Journal Year:
2024,
Volume and Issue:
383(6686), P. 971 - 976
Published: Feb. 29, 2024
Entropy
production
is
the
hallmark
of
nonequilibrium
physics,
quantifying
irreversibility,
dissipation,
and
efficiency
energy
transduction
processes.
Despite
many
efforts,
its
measurement
at
nanoscale
remains
challenging.
We
introduce
a
variance
sum
rule
(VSR)
for
displacement
force
variances
that
permits
us
to
measure
entropy
rate
σ
in
steady
states.
first
illustrate
it
directly
measurable
forces,
such
as
an
active
Brownian
particle
optical
trap.
then
apply
VSR
flickering
experiments
human
red
blood
cells.
find
spatially
heterogeneous
with
finite
correlation
length,
average
value
agrees
calorimetry
measurements.
The
paves
way
derive
using
spectroscopy
time-resolved
imaging
living
matter.
Physical Review X,
Journal Year:
2022,
Volume and Issue:
12(4)
Published: Dec. 7, 2022
Interpreting
partial
information
collected
from
systems
subject
to
noise
is
a
key
problem
across
scientific
disciplines.
Theoretical
frameworks
often
focus
on
the
dynamics
of
variables
that
result
coarse-graining
internal
states
physical
system.
However,
most
experimental
apparatuses
can
only
detect
set
transitions,
while
system
are
blurred
or
inaccessible.
Here,
we
consider
an
observer
who
records
time
series
occurrences
one
several
transitions
performed
by
system,
under
assumption
its
underlying
Markovian.
We
pose
question
how
use
transitions'
make
inferences
dynamical,
thermodynamical,
and
biochemical
properties.
First,
elaborating
first-passage
techniques,
derive
analytical
expressions
for
probabilities
consecutive
elapsed
between
them,
which
call
intertransition
times.
Second,
lower
bound
entropy
production
rate
equals
sum
two
non-negative
contributions,
due
statistics
second
also
show
when
current
measured,
our
estimate
still
detects
irreversibility
even
in
absence
net
currents
transition
series.
Third,
verify
results
with
numerical
simulations
using
unbiased
estimates
production,
available
as
open-source
toolbox.
illustrate
developed
framework
experimentally
validated
biophysical
models
kinesin
dynein
molecular
motors,
minimal
model
template-directed
polymerization.
Our
reveal
entailed
successive
same
type
(i.e.,
repeated
transitions),
different
alternated
transitions)
probe
existence
disorder
motion
motor.
Taken
all
together,
highlight
power
inference
ranging
thermodynamic
quantities
network-topology
properties
Markov
processes.10
MoreReceived
26
March
2022Revised
17
August
2022Accepted
29
September
2022DOI:https://doi.org/10.1103/PhysRevX.12.041026Published
American
Physical
Society
terms
Creative
Commons
Attribution
4.0
International
license.
Further
distribution
this
work
must
maintain
attribution
author(s)
published
article's
title,
journal
citation,
DOI.Published
SocietyPhysics
Subject
Headings
(PhySH)Research
AreasBiomolecular
dynamicsEntropy
productionFluctuation
theoremsNonequilibrium
statistical
mechanicsStochastic
processesStochastic
thermodynamicsPhysical
SystemsMotor
proteinsTechniquesFirst
passage
problemsStatistical
PhysicsBiological
Physics
Physical Review Letters,
Journal Year:
2022,
Volume and Issue:
129(22)
Published: Nov. 21, 2022
Time-reversal
symmetry
breaking
and
entropy
production
are
universal
features
of
nonequilibrium
phenomena.
Despite
its
importance
in
the
physics
active
living
systems,
systems
with
many
degrees
freedom
has
remained
little
practical
significance
because
high
dimensionality
their
state
space
makes
it
difficult
to
measure.
Here
we
introduce
a
local
measure
numerical
protocol
estimate
it.
We
establish
connection
between
extractability
work
given
region
system
show
how
this
quantity
depends
crucially
on
being
tracked.
validate
our
approach
theory,
simulation,
experiments
by
considering
Brownian
particles
undergoing
motility-induced
phase
separation,
as
well
E.coli
rectifying
device
which
time-reversal
asymmetry
particle
dynamics
couples
spatial
reveal
effects
macroscopic
scale.
Physical Review Letters,
Journal Year:
2022,
Volume and Issue:
129(11)
Published: Sept. 6, 2022
We
show
that
the
evidence
for
a
local
arrow
of
time,
which
is
equivalent
to
entropy
production
in
thermodynamic
systems,
can
be
decomposed.
In
system
with
many
degrees
freedom,
there
term
arises
from
irreversible
dynamics
individual
variables,
and
then
series
non-negative
terms
contributed
by
correlations
among
pairs,
triplets,
higher-order
combinations
variables.
illustrate
this
decomposition
on
simple
models
noisy
logical
computations,
apply
it
analysis
patterns
neural
activity
retina
as
responds
complex
dynamic
visual
scenes.
find
breaks
detailed
balance
even
when
inputs
do
not,
irreversibility
primarily
interactions
between
pairs
neurons.
Physical Review Letters,
Journal Year:
2023,
Volume and Issue:
130(25)
Published: June 23, 2023
Irreversibility
is
commonly
quantified
by
entropy
production.
An
external
observer
can
estimate
it
through
measuring
an
observable
that
antisymmetric
under
time-reversal
like
a
current.
We
introduce
general
framework
that,
inter
alia,
allows
us
to
infer
lower
bound
on
production
the
time-resolved
statistics
of
events
with
any
symmetry
time-reversal,
in
particular,
time-symmetric
instantaneous
events.
emphasize
Markovianity
as
property
certain
rather
than
full
system
and
operationally
accessible
criterion
for
this
weakened
Markov
property.
Conceptually,
approach
based
snippets
particular
sections
trajectories,
which
generalized
detailed
balance
relation
discussed.
Physical Review Research,
Journal Year:
2023,
Volume and Issue:
5(3)
Published: Aug. 7, 2023
Lumping
microstates
is
a
coarse-graining
paradigm
in
stochastic
thermodynamics
that
supposedly
gives
rise
to
local
detailed
balance
the
presence
of
timescale
separation.
It
explained
why
lumped
dynamics
may
generally
violate
even
clear
Conversely,
can
be
restored,
absence
separation,
if
coarse
graining
carried
out
as
milestoning.
Physical review. E,
Journal Year:
2024,
Volume and Issue:
109(6)
Published: June 11, 2024
We
analytically
derive
universal
bounds
that
describe
the
tradeoff
between
thermodynamic
cost
and
precision
in
a
sequence
of
events
related
to
some
internal
changes
an
otherwise
hidden
physical
system.
The
is
quantified
by
fluctuations
either
number
counted
over
time
or
waiting
times
successive
events.
Our
results
are
valid
for
same
broad
class
nonequilibrium
driven
systems
considered
uncertainty
relation,
but
they
extend
both
time-symmetric
asymmetric
observables.
show
how
optimal
saturating
can
be
achieved.
For
waiting-time
observables,
phase
transition
configuration
arises,
where
higher
achieved
combining
several
signals.