Coexisting discharge and synchronization of heterogeneous discrete neural network with crosstalk memristor synapses
Xuan Wang,
No information about this author
Jianrong Du,
No information about this author
Zhijun Li
No information about this author
et al.
Acta Physica Sinica,
Journal Year:
2024,
Volume and Issue:
73(11), P. 110503 - 110503
Published: Jan. 1, 2024
Synaptic
crosstalk,
which
occurs
due
to
the
overflow
of
neurotransmitters
between
neighboring
synapses,
holds
a
crucial
position
in
shaping
discharge
characteristics
and
signal
transmission
within
nervous
systems.
In
this
work,
two
memristors
are
employed
simulate
biological
neural
synapses
bidirectionally
coupled
Chialvo
discrete
neuron
Rulkov
neuron.
Thus,
heterogeneous
network
with
memristor-synapse
coupling
is
constructed,
crosstalk
behavior
memristor
state
taken
into
account.
The
analysis
demonstrates
that
quantity
stability
fixed
points
greatly
depend
on
strength
synaptic
crosstalk.
Additionally,
through
thorough
investigation
bifurcation
diagrams,
phase
Lyapunov
exponents,
time
sequences,
we
uncover
multi-stable
property
exhibited
by
network.
This
characteristic
manifests
as
coexistence
diverse
behaviors,
significantly
change
intensity
Interestingly,
introduction
control
parameter
variables
can
lead
bias
increase,
also
infinite
stable
states
occur
Furthermore,
comprehensively
study
influence
synchronization
network,
consideration
various
strengths,
initial
conditions,
parameters.
Our
analysis,
based
difference
factor
neuronal
reveales
maintains
despite
variations
strengths.
insights
gained
from
work
provide
important
support
for
elucidating
electrophysiological
mechanisms
behind
processing
information.
Especially,
coexisting
phenomenon
provides
an
theoretical
foundation
clinical
symptoms
diagnosis
same
neurological
disease
among
different
individuals
or
at
stages.
And
doctors
predict
progression
prognosis
patterns
patients,
enabling
them
adopt
appropriate
intervention
measures
monitoring
plans.
Therefore,
research
system
contributes
comprehensive
treatment
disease.
Language: Английский
Rich dynamics induced by memristive synapse in Chialvo neuron network
Minghong Qin,
No information about this author
Qiang Lai,
No information about this author
Luigi Fortuna
No information about this author
et al.
Nonlinear Dynamics,
Journal Year:
2025,
Volume and Issue:
unknown
Published: Feb. 19, 2025
Language: Английский
Dynamical behaviors of a controllable memristive chaotic map
The European Physical Journal Plus,
Journal Year:
2025,
Volume and Issue:
140(5)
Published: May 19, 2025
Language: Английский
Initial-boosted dynamics in a memristive Chialvo map and its application for image encryption with hardware implementation
Liping Huang,
No information about this author
Weiwei Fan,
No information about this author
Chengtao Feng
No information about this author
et al.
AEU - International Journal of Electronics and Communications,
Journal Year:
2024,
Volume and Issue:
unknown, P. 155597 - 155597
Published: Nov. 1, 2024
Language: Английский
Hybrid diffusion-based visual image encryption for secure cloud storage
Nonlinear Dynamics,
Journal Year:
2024,
Volume and Issue:
unknown
Published: Oct. 7, 2024
Language: Английский
A simple mathematical theory for Simple Volatile Memristors and their spiking circuits
Chaos Solitons & Fractals,
Journal Year:
2024,
Volume and Issue:
186, P. 115320 - 115320
Published: July 27, 2024
In
pursuit
of
neuromorphic
(brain-inspired)
devices,
memristors
(memory-resistors)
have
emerged
as
effective
components
for
emulating
neuronal
circuitry.
Here
we
formally
define
a
class
Simple
Volatile
Memristors
(SVMs)
based
on
simple
conductance
equation
motion
from
which
build
mathematical
theory
the
dynamics
isolated
SVMs
and
SVM-based
spiking
circuits.
Notably,
include
various
fluidic
iontronic
devices
that
recently
garnered
significant
interest
due
to
their
unique
quality
operating
within
same
medium
brain.
Specifically
show
symmetric
produce
non
self-crossing
current–voltage
hysteresis
loops,
while
asymmetric
loops.
Additionally,
derive
general
expression
enclosed
area
in
loop,
providing
relation
between
voltage
frequency
SVM
memory
timescale.
These
results
are
shown
materialise
physical
finite-element
calculations
microfluidic
memristors.
An
circuit
has
been
proposed
exhibits
all-or-none
tonic
spiking.
We
generalise
analyse
this
circuit,
characterising
it
two-dimensional
dynamical
system.
Moreover,
demonstrate
stochastic
effects
can
induce
novel
firing
modes
absent
deterministic
case.
Through
our
analysis,
well
understood,
retaining
its
explicit
link
with
physically
plausible
underlying
Language: Английский
Firing dynamics and coupling synchronization of memristive EMR-based Chaivlo neuron utilizing equivalent energy approach
B. J. Liu,
No information about this author
Muning Li,
No information about this author
Zhijun Li
No information about this author
et al.
Chaos An Interdisciplinary Journal of Nonlinear Science,
Journal Year:
2024,
Volume and Issue:
34(11)
Published: Nov. 1, 2024
Firing
dynamics
and
its
energy
property
of
neuron
are
crucial
for
exploring
the
mechanism
intricate
information
processing
within
nervous
system.
However,
analysis
discrete
is
significantly
lacking
in
comparison
to
vast
literature
mature
theory
available
on
continuous
neuron,
thereby
necessitating
a
focused
effort
this
underexplored
realm.
In
paper,
we
introduce
Chaivlo
map
by
employing
flux-controlled
memristor
simulate
electromagnetic
radiation
(EMR),
detailed
firing
conducted
based
an
equivalent
Hamiltonian
approach.
Our
observations
reveal
that
range
energy-based
behaviors,
such
as
spike
firing,
coexistence
mixed-mode
chaotic
bursting
can
be
induced
EMR
injected
current.
To
delve
deeper
into
synchronous
dynamics,
establish
network
electrically
coupling
two
memristive
EMR-based
neurons.
Subsequently,
experimentally
evaluate
synchronization
behavior
quantifying
both
factor
average
difference
energy.
findings
conclusively
demonstrate
strength
positively
contribute
network's
ability.
Language: Английский
Memristors-coupled neuron models with multiple firing patterns and homogeneous and heterogeneous multistability
Xuan 暄 Wang 王,
No information about this author
Santo Banerjee,
No information about this author
Yinghong 颖鸿 Cao 曹
No information about this author
et al.
Chinese Physics B,
Journal Year:
2024,
Volume and Issue:
33(10), P. 100501 - 100501
Published: July 12, 2024
Abstract
Memristors
are
extensively
used
to
estimate
the
external
electromagnetic
stimulation
and
synapses
for
neurons.
In
this
paper,
two
distinct
scenarios,
i.e.,
an
ideal
memristor
serves
as
a
locally
active
synapse,
formulated
investigate
impact
of
on
two-dimensional
Hindmarsh–Rose
neuron
model.
Numerical
simulations
show
that
neuronal
models
in
different
scenarios
have
multiple
burst
firing
patterns.
The
introduction
makes
model
exhibit
complex
dynamical
behaviors.
Finally,
simulation
circuit
DSP
hardware
implementation
results
validate
physical
mechanism,
well
reliability
biological
Language: Английский
Complex dynamical behaviors of a honeybee-mite model in parameter plane
Physica D Nonlinear Phenomena,
Journal Year:
2024,
Volume and Issue:
468, P. 134300 - 134300
Published: July 20, 2024
Language: Английский
Neuron circuit made of a single locally-active memristor
Yan Yan,
No information about this author
Peipei Jin,
No information about this author
J L Shi
No information about this author
et al.
Modern Physics Letters B,
Journal Year:
2024,
Volume and Issue:
unknown
Published: Aug. 31, 2024
Neuromorphic
computing,
inspired
by
the
human
brain’s
architecture,
is
expected
to
break
physical
limits
of
transistors
and
von
Neumann
bottleneck.
The
multiple
internal
state
variables
higher-order
memristors
(second-order
or
above)
possess
dynamic
complexity
adaptability,
enabling
them
mimick
characteristics
biological
neurons,
which
are
very
important
building
blocks
for
neuromorphic
computing.
This
paper
presents
a
simple
neuron
circuit
containing
single
second-order
current-controlled
locally-active
memristor
(LAM).
pinched
hysteresis
loop
DC
V–I
curve
proposed
LAM
show
good
odd
symmetry.
Applying
small
signal
analysis
method,
we
obtain
small-signal
equivalent
circuit,
showing
[Formula:
see
text]
parallel
structure
an
edge
chaos
kernel
in
its
domain.
Also,
draw
parameter
classification
four
symmetrical
domains,
plays
role
biphasic
action
potentials.
Finally,
demonstrate
that
can
produce
monophasic
potentials,
potentials
co-existing
phenomena
via
subcritical
Hopf
bifurcation
with
different
input,
verifying
suitable
as
artificial
neurons.
Language: Английский