bioRxiv (Cold Spring Harbor Laboratory),
Год журнала:
2022,
Номер
unknown
Опубликована: Авг. 25, 2022
Abstract
Theory
predicts
that
biological
communities
can
have
multiple
basins
of
attraction
in
terms
their
species/taxonomic
compositions.
The
presence
such
community
structure
has
been
examined
classic
empirical
studies
on
forest–savanna
transitions
and
those
eutrophication
freshwater
lakes.
Nonetheless,
it
remains
a
major
challenge
to
extend
the
investigations
multistability
species-rich
microbial
communities.
By
targeting
soil
microbiomes,
we
infer
stability
landscapes
based
concepts
statistical
physics.
Our
analysis
compiled
dataset
involving
11
archaeal,
332
bacterial,
240
fungal
families
detected
from
>
1,500
agroecosystem
samples
suggested
both
prokaryotic
compositions
could
be
classified
into
several
attraction.
We
also
found
differed
greatly
associations
with
crop
disease
prevalence
agroecosystems.
A
further
highlighted
taxa
potentially
playing
key
roles
between
different
ecosystem-scale
functions.
framework
commonly
applicable
diverse
non-microbial
will
reorganize
our
understanding
relationship
among
structure,
stability,
Environmental Microbiome,
Год журнала:
2025,
Номер
20(1)
Опубликована: Март 6, 2025
Theory
predicts
that
biological
communities
can
have
multiple
stable
states
in
terms
of
their
species/taxonomic
compositions.
The
presence
such
alternative
has
been
examined
classic
ecological
studies
on
the
macro-organisms
(e.g.,
distinction
between
forest
and
savanna
vegetation
types).
Nonetheless,
it
remains
an
essential
challenge
to
extend
target
discussion
multistability
from
macro-organismal
systems
highly
species-rich
microbial
systems.
Identifying
taxonomically
diverse
is
a
crucial
step
for
predicting
controlling
microbiome
processes
light
community
stability.
By
targeting
soil
microbiomes,
we
inferred
stability
landscapes
structure
based
mathematical
framework
statistical
physics.
We
compiled
dataset
involving
11
archaeal,
332
bacterial,
240
fungal
families
detected
>
1,500
agroecosystem
samples
applied
energy
landscape
analysis
estimate
stability/instability
observed
taxonomic
suggested
both
prokaryotic
could
be
classified
into
several
states.
also
found
differed
greatly
associations
with
crop
disease
prevalence
agroecosystems.
further
"tipping
points",
through
which
transitions
occur.
Our
results
suggest
complex
microbiomes
categorized
states,
potentially
differ
ecosystem-level
functioning.
Such
insights
relationship
structure,
stability,
functions
will
provide
basis
ecosystem
restoration
sustainable
management
Nature Communications,
Год журнала:
2024,
Номер
15(1)
Опубликована: Июнь 7, 2024
Abstract
Polymicrobial
infection
of
the
airways
is
a
hallmark
obstructive
lung
diseases
such
as
cystic
fibrosis
(CF),
non-CF
bronchiectasis,
and
chronic
pulmonary
disease.
Pulmonary
exacerbations
(PEx)
in
these
conditions
are
associated
with
accelerated
function
decline
higher
mortality
rates.
Understanding
PEx
ecology
challenged
by
high
inter-patient
variability
airway
microbial
community
profiles.
We
analyze
bacterial
communities
880
CF
sputum
samples
collected
during
an
observational
prospective
cohort
study
develop
microbiome
descriptors
to
model
reorganization
prior
18
PEx.
identify
two
dysbiosis
regimes
opposing
dynamics.
Pathogen-governed
show
hierarchical
reduced
diversity,
whereas
anaerobic
bloom
display
stochasticity
increased
diversity.
A
simulation
antimicrobial
treatment
predicts
better
efficacy
for
hierarchically
organized
communities.
This
link
between
PEx,
organization,
success
advances
development
personalized
clinical
management
and,
potentially,
other
diseases.
Journal of Physics Complexity,
Год журнала:
2024,
Номер
5(2), С. 025022 - 025022
Опубликована: Май 24, 2024
Abstract
The
possibility
that
some
ecosystems
can
exist
in
alternative
stable
states
has
profound
implications
for
ecosystem
conservation
and
restoration.
Current
ecological
theory
on
multistability
mostly
relies
few-species
dynamical
models,
which
are
intrinsically
related
to
specific
non-linear
dynamics.
Recent
theoretical
advances,
however,
have
shown
multiple
‘cliques’—small
subsets
of
coexisting
species—can
be
present
species-rich
models
even
under
linear
interactions.
Yet,
the
mechanisms
governing
appearence
characteristics
these
cliques
remain
largely
unexplored.
In
work,
we
investigate
generalized
Lotka–Volterra
model
with
mathematical
computational
techniques.
Our
findings
reveal
simple
probabilistic
constraints
explain
appearence,
properties
stability
cliques.
work
contributes
understanding
complex
communities.
iScience,
Год журнала:
2024,
Номер
27(9), С. 110699 - 110699
Опубликована: Авг. 10, 2024
Many
cancers
resist
therapeutic
intervention.
This
is
fundamentally
related
to
intratumor
heterogeneity:
multiple
cell
populations,
each
with
different
phenotypic
signatures,
coexist
within
a
tumor
and
its
metastases.
Like
species
in
an
ecosystem,
cancer
populations
are
intertwined
complex
network
of
ecological
interactions.
Most
mathematical
models
ecology,
however,
cannot
account
for
such
diversity
or
predict
consequences.
Here,
we
propose
that
the
generalized
Lotka-Volterra
model
(GLV),
standard
tool
describe
species-rich
communities,
provides
suitable
framework
ecology
heterogeneous
tumors.
We
develop
GLV
growth
discuss
how
emerging
properties
provide
new
understanding
disease.
potential
extensions
their
application
plasticity,
cancer-immune
interactions,
metastatic
growth.
Our
work
outlines
set
questions
road
map
further
research
ecology.
Environmental Microbiology,
Год журнала:
2025,
Номер
27(1)
Опубликована: Янв. 1, 2025
Ecological
assembly-the
process
of
ecological
community
formation
through
species
introductions-has
recently
seen
exciting
theoretical
advancements
across
dynamical,
informational,
and
probabilistic
approaches.
However,
these
theories
often
remain
inaccessible
to
non-theoreticians,
they
lack
a
unifying
lens.
Here,
I
introduce
the
assembly
graph
as
an
integrative
tool
connect
emerging
theories.
The
visually
represents
dynamics,
where
nodes
symbolise
combinations
edges
represent
transitions
driven
by
introductions.
Through
lens
graphs,
review
how
processes
reduce
uncertainty
in
random
arrivals
(informational
approach),
identify
graphical
properties
that
guarantee
coexistence
examine
class
dynamical
models
constrain
topology
graphs
(dynamical
quantify
transition
probabilities
with
incomplete
information
(probabilistic
approach).
To
facilitate
empirical
testing,
also
methods
decompose
complex
into
smaller,
measurable
components,
well
computational
tools
for
deriving
graphs.
In
sum,
this
math-light
progress
aims
catalyse
research
towards
predictive
understanding
assembly.
bioRxiv (Cold Spring Harbor Laboratory),
Год журнала:
2024,
Номер
unknown
Опубликована: Апрель 26, 2024
Many
advanced
cancers
resist
therapeutic
intervention.
This
process
is
fundamentally
related
to
intra-tumor
heterogeneity:
multiple
cell
populations,
each
with
different
mutational
and
phenotypic
signatures,
coexist
within
a
tumor
its
metastatic
nodes.
Like
species
in
an
ecosystem,
many
cancer
populations
are
intertwined
complex
network
of
ecological
interactions.
Most
mathematical
models
ecology,
however,
cannot
account
for
such
diversity
nor
able
predict
consequences.
Here
we
propose
that
the
Generalized
Lotka-Volterra
model
(GLV),
standard
tool
describe
complex,
species-rich
communities,
provides
suitable
framework
ecology
heterogeneous
tumors.
We
develop
GLV
growth
discuss
how
emerging
properties,
as
outgrowth
multistability,
provide
new
understanding
disease.
Additionally,
potential
extensions
their
application
three
active
areas
research,
namely
plasticity,
cancer-immune
interplay
resistance
tumors
treatment.
Our
work
outlines
set
questions
tentative
road
map
further
research
ecology.
Ecological
assembly---the
process
of
ecological
community
formation
through
species
introductions---has
recently
seen
exciting
theoretical
advancements
across
dynamical,
informational,
and
probabilistic
approaches.
However,
these
theories
often
remain
inaccessible
to
non-theoreticians,
they
lack
a
unifying
lens.
Here,
I
introduce
the
assembly
graph
as
an
integrative
tool
connect
emerging
theories.
The
visually
represents
dynamics,
where
nodes
symbolize
combinations
edges
represent
transitions
driven
by
introductions.
Through
lens
graphs,
review
how
processes
reduce
uncertainty
in
random
arrivals
(informational
approach),
identify
graphical
properties
that
guarantee
coexistence
examine
class
dynamical
models
constrain
topology
graphs
(dynamical
quantify
transition
probabilities
with
incomplete
information
(probabilistic
approach).
To
facilitate
empirical
testing,
also
methods
decompose
complex
into
smaller,
measurable
components,
well
computational
tools
for
deriving
graphs.
In
sum,
this
math-light
progress
aims
catalyze
research
towards
predictive
understanding
assembly.
It
has
been
argued
that
the
historical
nature
of
evolution
makes
it
a
highly
path-dependent
process.
Under
this
view,
outcome
evolutionary
dynamics
could
have
resulted
in
organisms
with
different
forms
and
functions.
At
same
time,
there
is
ample
evidence
convergence
constraints
strongly
limit
domain
potential
design
principles
can
achieve.
Are
these
limitations
relevant
shaping
fabric
possible?
Here,
we
argue
fundamental
are
associated
logic
living
matter.
We
illustrate
idea
by
considering
thermodynamic
properties
systems,
linear
molecular
information,
cellular
building
blocks
life,
multicellularity
development,
threshold
computations
cognitive
discrete
architecture
ecosystems.
In
all
examples,
present
available
suggest
avenues
towards
well-defined
theoretical
formulation.
bioRxiv (Cold Spring Harbor Laboratory),
Год журнала:
2024,
Номер
unknown
Опубликована: Июнь 28, 2024
Abstract
A
long-standing
question
in
biology
is
whether
there
are
common
principles
that
characterize
the
development
of
ecological
systems
(the
appearance
a
group
taxa),
regardless
organismal
diversity
and
environmental
context.
Classic
theory
holds
these
develop
following
sequenced
orderly
process
generally
proceeds
from
fast-growing
to
slow-growing
taxa
depends
on
life-history
trade-offs.
However,
it
also
possible
this
developmental
order
simply
path
with
least
resistance
for
survival
component
species
hence
favored
by
probability
alone.
Here,
we
use
data
show
fast-to
most
likely
diverse
when
local
taxon
interactions
self-organize
minimize
resistance.
First,
demonstrate
theoretically
more
than
simultaneous
one,
at
until
number
iterations
becomes
so
large
as
be
ecologically
implausible.
We
then
greater
life
histories
improves
likelihood
taxa.
Using
bacterial
metazoan
systems,
present
empirical
evidence
moves
along
paths
The
capacity
simple
explain
trend
paves
way
an
enhanced
understanding
collective
features
characterizing
life.