NNFL 16- Guru Nanak Dev Engineering College

“Principles of Soft Computing, 2nd
Edition”
by S.N. Sivanandam & SN Deepa
Copyright © 2011 Wiley India Pvt. Ltd. All rights reserved.
CHAPTER 16
HYBRID SOFT
COMPUTING
TECHNIQUES

Neural Network Systems
Neural networks are the simplified models of the human nervous
systems mimicking our ability to adapt to certain situations and to
learn from the past experiences.
Fuzzy Logic
Fuzzy logic or fuzzy systems deal with uncertainty or vagueness
existing in a system and formulating fuzzy rules to find a solution to
problems.
Genetic Algorithm
Genetic algorithms inspired by the natural evolution process are
adaptive search and optimization algorithms.
HYBRID SYSTEMS
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The main aim of the concept of hybridization is to overcome the
weakness in one technique while applying it and bringing out the
strength of the other technique to find solution by combining them.
Neural networks are good at recognizing patterns but they are not
good at explaining how they reach their decisions.
On the contrary, fuzzy logic is good at explaining the decisions but
cannot automatically acquire the rules used for making the decisions.
Also, the tuning of membership functions becomes an important issue
in fuzzy modeling. Genetic algorithms offer a possibility to solve this
problem.
These limitations act as a central driving force for the creation of hybrid
soft computing systems where two or more techniques are combined
in a suitable manner that overcomes the limitations of individual
techniques.
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The use of hybrid systems is growing rapidly with successful
applications in areas such as
engineering design
stock market analysis and prediction
medical diagnosis
process control
credit card analysis and
few other cognitive simulations.
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VARIOUS HYBRID SYSTEMS
In this text book, the following three different hybrid systems are
discussed:
 Neuro fuzzy hybrid system;
 neuron genetic hybrid system;
 fuzzy genetic hybrid systems.
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NEURO FUZZY HYBRID SYSTEMS
Definition:
A neuro-fuzzy hybrid system (also called fuzzy neural hybrid) is a
learning mechanism that utilizes the training and learning algorithms
from neural networks to find parameters of a fuzzy system.
Advantages of neuro fuzzy hybrid systems:
It can handle any kind of information (numeric, linguistic, logical, etc.).
It can manage imprecise, partial, vague or imperfect information.
It can resolve conflicts by collaboration and aggregation.
It has self-learning, self-organizing and self-tuning capabilities.
It doesn’t need prior knowledge of relationships of data.
Edition”

ARCHITECTURE OF NEURO FUZZY HYBRID
SYSTEMS
Fig 1
The general architecture of neuro-
fuzzy hybrid system is as shown in
Figure 1.
The architecture is a three-layer feed forward neural network model. It
can also be observed that the first layer corresponds to the input
variables, and the second and third layers correspond to the fuzzy
rules and output variables, respectively. The fuzzy sets are converted
to (fuzzy) connection weights.
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TYPES OF NEURO FUZZY HYBRID
SYSTEMS
NFSs can be classified into the following two systems:
1.Cooperative NFSs.
2. General neuro-fuzzy hybrid systems.
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CO-OPERATIVE NEURO FUZZY SYSTEMS
In this type of system, both artificial neural network (ANN) and fuzzy
system work independently from each other. The ANN attempts to
learn the parameters from the fuzzy system.
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GENERAL NEURO FUZZY HYBRID SYSTEMS
General neuro-fuzzy hybrid systems (NFHS) resemble neural networks
where a fuzzy system is interpreted as a neural network of special kind.
Fig 2
Figure 2 illustrates an NFHS
In Fig 2, the rule base of
a fuzzy system is
assumed to be a neural
network; the fuzzy sets
are regarded as weights
and the rules and the
input and output
variables as neurons.
Edition”

Definition:
A neuro-genetic hybrid or a genetic_neuro-hybrid system is one in
which a neural network employs a genetic algorithm to optimize its
structural parameters that define its architecture.
Properties of genetic neuro-hybrid systems:
1.The parameters of neural networks are encoded by genetic
algorithms as a string of properties of the network, that is,
chromosomes. A large population of chromosomes is generated, which
represent the many possible parameter sets for the given neural
network.
2. Genetic Algorithm _Neural Network, or GANN, has the ability to
locate the neighborhood of the optimal solution quickly, compared to
other conventional search strategies.
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GENERAL NEURO HYBRID SYSTEMS

BLOCK DIAGRAM OF GENETIC NEURO
HYBRID SYSTEMS
Fig 3
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ADVANTAGES OF GENETIC NEURO HYBRID
SYSTEMS
The various advantages of neuro-genetic hybrid are as follows:
GA performs optimization of neural network parameters with
simplicity, ease of operation, minimal requirements and global
perspective.
GA helps to find out complex structure of ANN for given input and the
output data set by using its learning rule as a fitness function.
Hybrid approach ensembles a powerful model that could significantly
improve the predictability of the system under construction.
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GENETIC FUZZY HYBRID SYSTEMS
The hybridization of genetic algorithm and fuzzy logic can be performed
in the following two ways:
1. By the use of fuzzy logic based techniques for improving genetic
algorithm behavior and modeling GA components. This is called fuzzy
genetic algorithms (FGAs).
2. By the application of genetic algorithms in various optimization and
search problems involving fuzzy systems.
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ADVANTAGES OF GENETIC FUZZY HYBRID
SYSTEMS
GAs allow us to represent different kinds of structures, such as
weights, features together with rule parameters, etc., allowing us to
code multiple models of knowledge representation. This provides a
wide variety of approaches where it is necessary to design specific
genetic components for evolving a specific representation.
Genetic algorithm efficiently optimizes the rules, membership functions,
DB and KB of fuzzy systems. The methodology adopted is simple and
the fittest individual is identified during the process.
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SUMMARY
This chapter has given an overview on Hybrid Soft Computing
Techniques
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NNFL 16- Guru Nanak Dev Engineering College

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