in detail in the third part which presents the
experimental platform of the multi agents system
(MAS) dedicated to the analysis of SEEG signals.
The fourth paragraph discusses the experimental
results obtained and compares them to traditional
clinical analysis made by a clinician and the last part
proposes a discussion of the potential benefits of this
original approach in the analysis of SEEG signals
and monitoring of epileptic patients.
2 THE MULTI AGENT SYSTEM
IN EPILEPSY
The MAS technical are often used in the artificial
intelligence field, the distributed information
processing systems and the software genius. It is a
discipline which is interested in the collective
behaviours produced by interactions of several
autonomous and flexible entities called agents.
These interactions suppose a co-operation between
these agents. The multi agent systems and signal
processing applying to epilepsy present a close links
according to the entities which compose them.
Indeed, the multi agent systems can allow
modelling and simulation of neurons aggregates or
systems based on autonomous entities and
distributed interactions. However the signals
processing (applying to epilepy) model the
mechanisms which govern the propagation of the
electric activities in the brain (distributed
mechanisms) and also the structure and the
interactions of the nervous cells.
Our paper brings out the common interests to
study the association of these two research fields.
Scalar analysis of the epileptic signal by the
computation of the relations between signals
(Bartolomei et al., 2005), (Wendling et al., 1999)
highlighted the existence of mutual interactions
between the EEGs. In the same way the concept of
epileptogenic network developed by Professor
Patrick CHAUVEL (Chauvel et al., 1987) give raise
to the existence of a co-operation between cerebral
areas in epileptic processes.
In order to take into account the specificity of
each signal and to compute the co-operations
between them, we evaluate 9 descriptors per signal
around a distributed system. These 9 descriptors
evaluated starting from the spectral power density
(PSD) in various frequencies bands from the
epileptic signals which correspond to various
physiological or pathological cerebral cortex states.
These descriptors and the various frequencies
bands used are detailed in paragraph 3.
The MAS from their innovative aspect and their
non-traditional approach (behavioural approach) of
the realization of distributed systems propose an
original method of vectorial processing by
associating existing signal processing scalar
methods. With the MAS technical in the signal
processing study we hope to compute the epileptic
processes mechanism during the paroxysmal
discharge propagation.
3 AGENTIFICATION OF THE
PROBLEM
The experimental platform used in this work is
MadKit (Multi-agent development Kit) (J. Ferber,
1995). The implementation of MAS requires using
iterative algorithms to define the behaviours of the
various agents which composed the system. For
conveniences reasons we used a ready to
employment platform (MadKit). In this model, an
organization is regarded as a structural relationship
between collections of agents. Thus, an organization
can be described only on the basis of its structure.
MADKIT is conceived by Jacques FERBER and al
(J. Ferber, 1995). It implements its three central
concepts Agent, Groups and Role.
Our approach is built starting from several
groups of agents whose properties and missions
must allow:
To classify the signals having the same SEEG
activities and/or contained similar spectral
components (groups).
to classify the signals whose activities change
in the same temporal interval
(segmentation)(groups).
To represent the seizure as a coloured image
allowing locating in space and in time the
SEEG signals having the pathological or the
similar activities (groups and roles...).
To associate all these partial results to bring
out a global behaviour of the analyzed seizure
(groups and roles).
To formalize the problem we consider a vectorial
signal S (t) made up of a recording SEEG signals on
N channels and an interval [0, T]. S (t) = [S1 (t)......
SN (t) S
k
(t) ∈ . k = 1...... N, t = {0, 1/Fe... T-1/Fe},
N is the number of explored cerebral structures and
Fe is the sampling rate.
Our architecture is made of a reactive agent’s
community which is made up of various agents
MULTI-AGENTS SYSTEM ON EPILEPTIC NETWORK
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