LEARNING OF ROBOT NAVIGATION TASKS BY PROBABILISTIC NEURAL NETWORK

Sundarapandian et al. (Eds) : ICAITA, SAI, SEAS, CDKP, CMCA-2013
pp. 23–34, 2013. © CS & IT-CSCP 2013 DOI : 10.5121/csit.2013.3803
LEARNING OF ROBOT NAVIGATION TASKS BY
PROBABILISTIC NEURAL NETWORK
Mücella ÖZBAY KARAKUŞ1
and Orhan ER2
1
Department of Computer Engineering, Bozok University, Yozgat, Turkey
mucella-ozbay@hotmail.com
2
Department of Electrical and Electronics Engineering,
Bozok University, Yozgat, Turkey
orhaner2009@gmail.com
ABSTRACT
This paper reports results of artificial neural network for robot navigation tasks. Machine
learning methods have proven usability in many complex problems concerning mobile robots
control. In particular we deal with the well-known strategy of navigating by “wall-following”.
In this study, probabilistic neural network (PNN) structure was used for robot navigation tasks.
The PNN result was compared with the results of the Logistic Perceptron, Multilayer
Perceptron, Mixture of Experts and Elman neural networks and the results of the previous
studies reported focusing on robot navigation tasks and using same dataset. It was observed the
PNN is the best classification accuracy with 99,635% accuracy using same dataset.
KEYWORDS
Wall-following Robot Navigation, Artificial Neural Network, Robot Control Systems
1. INTRODUCTION
The days of robots existing exclusively in the assembly line and in fiction are over; they are
moving into our homes and workplaces and starting to become a part of everyday life. However,
in order for them to be productive members of society, robots still need researchers and engineers
to give them many of the skills we take for granted, such as object recognition and the ability to
navigate closed spaces [1].
Recent advances robotics technologies have already made enormous contributions in many
industrial areas. There are numerous robotic applications found in a variety of areas in our society
such as surveillance systems, quality control systems, AGVs (autonomous guided vehicles), and
cleaning machines [2, 3]. Robots are now expected to become the next generation of
rehabilitation assistants for elderly and disabled people such as intelligent wheelchairs. By
integrating intelligence into a powered wheelchair, a robotic wheelchair has the ability to safely
transport a user to their desired destination. In order to achieve successful navigation in a narrow
hallway, a robot must exhibit fundamental abilities such as recognizing a corridor and detecting
and avoiding collisions. The corridor navigation agent, for example, processes a captured image
and identifies a corridor using machine vision techniques, and the collision detection agent avoids
walls and obstacles by using neural network to interpret the sensor inputs. Because incremental
learning is vital in robots that need to adapt rapidly and respond appropriately to new or
unexpected events that occur in its vicinity.

Computer Science & Information Technology (CS & IT) 24
Where robots are required to act as assistants in domestic environments or in security applications
when dealing with the general public, an important part of an intelligent engagement is the ability
to learn during the interaction. Moreover, without this ability, the robot can use only previously-
acquired knowledge and will make decisions based only on a subset of the information potentially
available. To take full part in communication involving humans or other robots, a robot needs the
twin capabilities of learning in real time (at a sufficient rate that the knowledge can be subsumed
during the interaction) and incrementally (be used to augment the existing stored knowledge) [4].
Due to recent developments within the robotics industry, building a robot has become much more
effortless with the aid of commercially available robot kits. Using these kits allows us to possibly
reuse the robot and the robot control program since the kit is usually provided with useful
development tools [5].
Here, an important topic is the optimization of an initial neural network by learning. Experience
with neural networks shows that a fast development of controllers is possible. Therefore different
neural network models have been developed for the optimization of controllers in recent years
(e.g. [6.]). Systems based on soft computing methods are needed for the realization of high-MIQ
(Machine Intelligence Quotient) products, i.e. machines that can mimic the ability of human mind
to operate on uncertain and imprecise data. These techniques will also continue to be the key
methods for the realization of interactive intelligent systems, because intelligent interaction with
the environment and with human requires a flexible, adaptive machine behavior and the ability to
handle with imprecise and uncertain measurements or further system inputs [7].
Fundamentally, the behaviour of a robot is a result of the interaction of three factors: the robot's
hardware, the robot's controller, and the environment the robot is operating in. The robot acquires
information from the environment through its sensors, which provides the input signals to the
controller. The controller computes the desired motor commands and the robot performs these
commands in the environment to achieve the desired task [8]. Given that sensing and the actions
of a robot are coupled dynamically, given the sensitivity of robot sensor's to slight changes in the
environment, the robot environment interaction exhibits complex, non linear, often chaotic and
usually unpredictable characteristics [9,10]. Because of this, the task of robot programming,
designing a control program to achieve a desired behaviour is difficult. Unlike other engineering
disciplines, there is no formal, theory-based design methodology which the robot programmer can
follow to program a robot to achieve a desired task. Nevertheless, we have previously shown that
the robot programming process can be automated: sensor-motor competences in mobile robotics
applications can be modelled automatically and algorithmically, using robot training and system
identification methods [11].
Many contemporary problems concerning mobile robots can be solved using different learning
algorithms. The most common learning technique in robot systems is reinforcement learning. It
allows generating robot’s policy (mapping between a world state and actions) using feedback
from the environment. Real systems are often too complex for traditional learning techniques.
Complexity problem may be solved by learning distribution. Also using supervised learning
instead of reinforcement learning can give better results. This leads us to the need of machine
learning framework for mobile robot control. The integration of a learning algorithm with a
mobile robot controller is not a straightforward task. Typically robot on-board computer has
limited resources and computational power, which reduces learning capabilities [12].
The PNN structures provide a general solution to pattern classification problems by following an
approach developed in statistics, called Bayesian classifiers. The PNN uses a supervised training
set to develop distribution functions within a pattern layer. Training of the PNN is much simpler
than other ANNs structures. However, the pattern layer can be quite huge if the distinction
between categories is varied and at the same time quite similar in special areas [13]. Because of

25 Computer Science & Information Technology (CS & IT)
the PNN provides a general solution to pattern classification problems, it is suitable for the
disease diagnosis systems [14-17].
Some advantages of the PNN are
1. Very fast learning and recalling process;
2. No iteration for weight regulations in learning process;
3. No predecision for the number of hidden layers and the number of hidden nodes in each
layer. With the predetermined;
4. Training samples, the number of hidden nodes could be effectively determined.
5. Limit number of samples for training;
6. Adaptability for architectural changes.
This study offers an alternative approach that robot navigation tasks may be useful for a prospect
of early finding target. In this study, probabilistic neural network (PNN) structure was used for
robot navigation tasks. The PNN result was compared with the results of the Logistic Perceptron,
Multilayer Perceptron, Mixture of Experts and Elman neural networks and the results of the
previous studies reported focusing on robot navigation tasks and using same dataset.
2. MATERIAL AND METHOD
2.1. Data Source
The UCI machine learning repository contains many real-world data sets that have been used by a
variety of investigators. We have performed several experiments in order to test the Machine
Learning Library’s capabilities. We used datasets from a popular datasets repository - UCI
Machine Learning Repository [18]. Below we present learning results for Wall-Following Robot
Navigation Data Set. The task associated with the dataset is a classification. The goal is to learn a
robot’s move that should be performed in order to avoid collisions with walls. The data set
collected as the SCITOS G5 robot’s measurements of 24 ultrasound sensors arranged circularly
around its 'waist’ that navigates through the room following the wall in a clockwise direction.
This robot is built for indoors use, moving by means of a differential motor system, carrying its
60kg platform at speeds up to 1.4m/s, being able to rotate 360 degrees and to push loads up to
50kg. The robot has 570mm × 735mm × 610mm in height, length and width, respectively. With a
battery autonomy of 12h. Its computer hardware consists of a motherboard, Mini ITX, Intel Core
Duo Processor 1.6 or 2.0GHz, 2GB of RAM, 120GB of HD, with PS/2 input for keyboard and
mouse, 5 USB inputs, 3 Firewire inputs, TV-out, RS232, VGA, SPDIF output, LVDS, and input
to RJ45 Ethernet 10/100 and wireless network on-board, IEEE 802.11a/b/g standard. It uses
Linux (Fedora 9) equipped with a collection of libraries C++ API Robot, developed by MetraLabs
to enable creation of software for control and navigation of the SCITOS G5 platform. The robot
has encoders to calculate the position with 460 ticks by rotation of the wheel, a collision sensor, a
belt of 24 ultrasound sensors, with a range within 20cm − 300cm, a laser sensor SICK S300 and a
robotic head with an omni-directional camera [19].

Figure 1. Robot SCITOS G5 [19].
The Wall-Following Robot Navigation has a very small number of classes, which correspond to
four different directions for the robot (Move-Forward, Slight-Right-Turn, Sharp-Right-Turn,
Slight-Left-Turn) data set that has 5456 instances with 24 continuous predictor variables and 1
class variable. The predictor variables describe US1: ultrasound sensor at the front of the robot
(reference angle: 180°), US2: ultrasound reading (reference angle: 165°), US3: ultrasound
reading (reference angle: -150°), US4: ultrasound reading (reference angle: -135°), US5:
ultrasound reading (reference angle: -120°), US6: ultrasound reading (reference angle: -105°),
US7: ultrasound reading (reference angle: -90°), US8: ultrasound reading (reference angle: -75°),
US9: ultrasound reading (reference angle: -60°), US10: ultrasound reading (reference angle: -
45°), US11: ultrasound reading (reference angle: -30°), US12: ultrasound reading (reference
angle: -15°), US13: reading of ultrasound sensor situated at the back of the robot (reference angle:
0°), US14: ultrasound reading (reference angle: 15°), US15: ultrasound reading (reference angle:
90°), US20: ultrasound reading (reference angle: 105°), US21: ultrasound reading (reference
angle: 120°), US22: ultrasound reading (reference angle: 135°), US23: ultrasound reading
(reference angle: 150°), US24: ultrasound reading (reference angle: 165°) [20].The whole dataset
consists of about 5456 labelled examples. The actual available moves and class distributions are
presented in Table 1.
Table 1. Characteristics of Wall-Following Robot Navigation Data Set
Move Samples in dataset Class for NN
Move-Forward 2205 samples (40.41 %) 1
Slight-Right-Turn 826 samples (15.13 %) 2
Sharp-Right-Turn 2097 samples (38.43 %) 3
Slight-Left-Turn 328 samples (6.01 %) 4
The provided files comprise three different data sets. The first one contains the raw values of the
measurements of all 24 ultrasound sensors and the corresponding class label Sensor readings are
sampled at a rate of 9 samples per second. The second one contains four sensor readings named
'simplified distances' and the corresponding class label. These simplified distances are referred to
as the 'front distance', 'left distance', 'right distance' and 'back distance'. They consist, respectively,
of the minimum sensor readings among those within 60 degree arcs located at the front, left, right
and back parts of the robot. The third one contains only the front and left simplified distances and

the corresponding class label. Files with different number of sensor readings were built in order to
evaluate the performance of the classifiers with respect to the number of inputs [21]. Besides the
navigation decision-making, the thread is also responsible for sending, through the wireless
network, the following information to the database located at the support computer: 24 ultrasound
readings, the (x, y) coordinates and the angular position, the translational and rotational speed of
the robot at that time, the label number of the action that was performed according to the settings
of the environment and the four simpliﬁed distances. The arrangement of objects located in the
test room can be seen in Figure 2 [19].
Figure 2. Sketch of the robot’s navigation environment [19].
2.2. Navigation
Navigation is one of the most important problems in designing and developing intelligent mobile
robots. Staying operational, i.e. avoiding dangerous situations such as collisions and staying
within safe operating conditions (temperature, radiation, exposure to weather, etc.) comes first.
But if any tasks are to be performed that relate to specific places in the robot environment,
navigation is a must. Robot navigation is defined by the ability of a mobile robot to determine its
own position in its frame of reference and then to plan a path towards some goal location. If the
environment is unknown to the robot, then the path planning stage has no sense. In this case, the
navigation strategy is purely reactive. The inputs to the mobile robot navigator are the target
position and the sensor system data. If there are no obstacles between the robot and its target, the
navigation path is just a straight line between them. If an obstacle is detected, some avoidance
strategy is required. Potential function based methods, neural networks, and fuzzy logic based
controllers, trained with a heuristic database of rules, are among the possibilities following.
Figure 6 shows the position of motion control (for obstacle avoidance) and exploration
(navigation) compared to other mobile robot research areas [22].
Figure 3: Relationships between mobile robot research areas [23].

2.3. Wall-Following
As mentioned before, in order to move around large objects or navigate from one room to
another, a wall following method is required. In some cases, such as when the robot encounters
U-shaped objects or should navigate to another room to reach its target, the mobile robot needs to
drive in the opposite direction of the target. This is possible if the direction of the goal is not
considered in the wall following method. Therefore, in this module the target’s direction does not
affect the decision made by the neural networks. Upon reaching a wall or a wide obstacle a left or
right direction is selected for navigating around the wall. Until the object avoidance action is not
triggered again, the direction of wall-following will be maintained. For example, if the robot is
following the wall and keeping right (the walls will always be on the right side of the robot), then
it will never change the wall-following direction unless the object-avoidance action is required. In
other words, the direction to follow the wall is decided only at the time of changing from object-
avoidance to wall-following [22].
2.4. Sensors
The problem of mobile robot navigation, includes three fundamental matters; map building,
localization and path planning. This problem refers to planning a path to a specified target,
executing this plan based on sensor readings, and is the key to the robot performing some
particular tasks. Artificial Neural networks are increasingly being used in various fields of
machine learning, including pattern recognition, speech production and recognition, signal
processing, medicine, and business. In the recent years, artificial neural networks, including
feedforward neural network, self organizing neural network, principal component analysis (PCA),
dynamic neural network, support vector machines (SVM), neuro-fuzzy approach, etc., have been
extensively employed in the field of mobile robot navigation because of their properties such as
nonlinear mapping, ability to learn from examples, good generalization performance, massively
parallel processing, and ability to approximate an arbitrary function given sufficient number of
neurons. For a mobile robot to identify where it is or how it got there, or to be able to reason
about where it has gone, sensors are necessary. For measuring the distance that wheels have
traveled along the ground and for measuring inertial changes and external structure in the
environment, the sensors can be flexible and mobile. The may be roughly divided into two
classes: internal state sensors, such as accelerometers, gyroscopes, and external state sensors,
such as laser sensors, infrared sensors, sonar, and visual sensors. The internal state sensors such
as accelerometers and gyroscopes provide the internal information about the robot’s movements.
The external state sensors, such as laser, infrared sensors, sonar, and visual sensors, provide the
external information about the environment [22].
2.5. Artificial Neural Network
The probabilistic neural network (PNN) developed by Donald Specht [13] is a network
formulation of ‘probability density estimation (PDF)’. It is a model based on competitive learning
with a ‘winner takes all attitude’ and the core concept based on multivariate probability. The PNN
provides a general solution to pattern classification problems by following an approach developed
in statistics, called Bayesian classifiers. The network paradigm also uses Parzen Estimators which
were developed to construct the PDF required by Bayes theory. The architecture of probabilistic
neural network is shown as Figure 4.

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Y2 (n) } Class 2∑ C
Y4(n) } Class 4∑ C
Features
Inputs Radial Bases Layer Competitive Layer
Figure 4. Architecture of PNN
The PNN structure used in this study consists of the Input Layer, Pattern Layer, Summation Layer
and the Output Layer [15-17]. The input layer does not perform any computation and simply
distributes the input values to all of the pattern units. All pattern layer neurons simultaneously
receive the 24-dimensional real valued input vector. The pattern layer consists of a set of radial
basis functions. All of the radial basis functions are the same type (Gaussian).
According to the pattern f from input layer, the neuron fij of the pattern layer computes its output
( )
( ) ( )
/2 2
1
( ) exp
22
T
ij ij
ij d d
f f f f
fφ
σπ σ
 − −
 = −
 
 
where d denotes the dimension of the pattern vector f, fij is the neuron vector and σ is the
smoothing parameter controlling the sensitivity of the Gaussian function. The summation layer
neurons sum the inputs from the pattern layer
( )
( ) ( )
/2 2
1
1 1
( ) exp
22
T
m
ij ij
ij d d
j
f f f f
p f
m σπ σ =
 − −
 = −
 
 
∑
where m denotes the total number of samples. The formulation of the output units of the PNN is a
model based on a competitive algorithm with a ‘winner takes all’ stand [24]. The output layer has
two-input neurons and produces binary outputs as shown in Figure 5.
(1)
(2)

Figure 5. Architecture of output layer
Probabilistic neural network is a kind of radial basis network suitable for classification problems.
PNN uses the supervised learning where the data is divided into two parts, the training and the
testing part. The performance of PNN is related to two procedures: training procedure and recall
procedure [24].
3. PREVIOUS STUDY
These datasets used are publicly available sensor readings from the University of California
Irvine (UCI) machine learning repository, which most researchers use to validate their techniques.
In practice, the major contributing factors that affect accuracy of robot behaviour to obstacle
avoidance are the model learning process, number of sensors considered and speed of reasoning
based on the sensor configurations. At first data set donated to the UCI repository was created by
the researchers at the Federal University of Ceará in Portugal did just that when they investigated
using several learning systems to help their robot navigate a room without colliding with walls or
objects [19]. Among the tools they tried were logistic perceptrons and multilayer perceptron
networks. They found that, unless they used short-term memory mechanisms, the logistic
perceptron was unable to command the robot around the room without short-term memory
functions. They concluded from these results that this classification task is not linearly separable.
Ref [1] was compared performance of tools not just in terms of classification rate but also in
terms of ease of use and speed of computation. She first studied the multilayer perceptron and she
produced with this tool an average classification rate of 80,2% over all runs and sets. So next she
tried k-nearest neighbour classifier. At the end of each run she was rewarded with a classification
rate that hovered around 32%. Then she experimented with the maximum likelihood classifier. Its
average classification rate was found to be 89,3% which tops the MLP’s rate by almost 10%.
Ref [12] used the dataset as 60% of samples from each class’ category were included in a training
set, and the other 40% formed a test set. C4.5 algorithm (Naïve Bayes and a Data Mining
algorithm: Apriori) was used in a supervised learning process. The classifier performed, assigning
the correct category to 97.5% of samples from the test set. It should be noted that the overall
execution time was high, because in a tested version all the computations were performed in
Erlang.
In Ref [21], the performance of the different classifier methods like Bagging, Dagging, Decorate,
MultiClassClassifier, and MultiboostAB were compared. In this Bagging was best algorithm to
finding the accuracy. In these Experiment the same robot navigation datasets were used.
Classification Accuracy and Time was Calculated by 10-fold validation method.
Ref [25] studied with the same data set for the MaxDistance strategy which performs best in the
first few iterations. They think that they introduced a new framework for the classification with
labels.
In Ref [20], they selected five applicable normalization methods and then they normalized
selected data sets afterward they calculated the accuracy of classification algorithm before and
after normalization. In study the SVM algorithm was used in classification. Eventually Data
Envelopment Analysis (DEA) was used for ranking normalization methods. They have used four

data sets in order to rank the normalization methods due to increase the accuracy then using DEA
and AP-model outrank these methods. They had maximum 77,52% success rate with vector
normalization method for wall following robot navigation data set.
Ref [26] investigated the performance of the proposed method using several UCI data sets [18]
and compare the obtained results with other well-known feature extraction methods: PCA
(principal component analysis - extracts features by maximizing the variance of data), LDA
(Linear discrimination analysis), SDA (subclass discriminant analysis) and the (mutual
information) MI-based feature extraction method proposed in [27]. The MI-based method is also
known as MRMI-SIG. In study, a novel DA method for feature extraction based on MI was
proposed. This method was called MIDA. The goal of MIDA was to create new features by
transforming the original features such that the transformation simultaneously maximizes the MI
between the transformed features and the class labels and minimizes redundancy. In contrast to
other DA (Discriminant Analysis) algorithms that are based on second order statistics, the
proposed method was based on information theory that was able to compare the nonlinear
relationships between random variables (i.e., between a vector of features and the class label).
The proposed method was evaluated using six data sets from UCI databases. The third data set
they used was the wall-following robot navigation data set that consists of 24 features. Its
objective was to test the hypothesis that a seemingly simple navigation task is actually a
nonlinearly separable classification task. The experiments have shown that the MIDA method
performs comparably to existing methods. MIDA’s performance was frequently better than other
methods.
Ref [28] conducted three main experiments to compare the performance achieved by the different
models on the four ultrasound sensors configuration in terms of; (a) collision avoidance efficiency
in static environments, (b) collision avoidance efficiency in dynamic environments and (c)
comparing average performance evaluations of the models. Using three-fold cross validation, the
full dataset was divided into three partitions as randomly. Some samples from one of the
partitions were selected for testing and the others were used for training. Generally, while the
training dataset is approximately 95% of all data, the rest of the 5% data are used as testing
samples. Since the cross-validation technique was used, this process was repeated three times.
They applied three-fold cross validation, where the test set were separated from the training
instances and appeared as new obstacle readings to the models. In all the folds, the ERB and the
results of the PRB revealed that autonomous collision avoidance using the BN (Bayesian
Network) and the k-NN were also promised in a dynamic environment. BN model tremendously
indicated average accuracy of 93.3% better believed for the robot’s behaviour than the 73.3% of
k-NN.
4. CONCLUSIONS
These studies have applied a different method to the wall-following mobile robot navigation
problem using same dataset. According to result, it is seen that the most suitable neural network
structure is PNN structure for classifying wall-following mobile robot data.
In this study, the best result for the average classification accuracy was obtained using PNN
structure by %99,635 as seen in the Table 2.

Table 2. Comparison of the results for studies.
Name Method Rate (%)
SAME DATA and NEURAL NETWORK STRUCTURES
Ref [1] Maximum Likelihood Classifier 89.30
SAME DATA and DIFFERENT STRUCTURES
Ref [20] Data Envelopment Analysis (DEA) 77.52
Ref [26] Mutual Information Discriminant Analysis (MIDA) 92.1
Ref [28] Bayesian Network 93.30
Ref [12] Naïve Bayes and a Data Mining algorithm: Apriori 97.50
Ref [21] Bagging 99.28
SAME DATA and NEURAL NETWORK (PNN) STRUCTURES
Our Study Probabilistic Neural Network 99.635
It is found that the neural network structures generally show good performances for wall-
following mobile robot navigation problem. This classification accuracy is highly reliable for
such a problem because only a few samples were misclassified by the system. Finally, ANN
structures can be helpful as learning based decision support system to contribute to the engineers
in their projects.
In future we may conduct the same experiments with different datasets instead of multiple
dataset, Multiclass and combine few ensemblers with the different base classifier to study how the
ensemblers combined with the base classifiers boost the performance accuracy could.
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Authors
Mücella Özbay Karakuş was born in Elazig (1984). She is a Lecturer in the
Department of Computer Engineering at the University of Bozok and she has been a
faculty member since 2008. She completed her MSc and her undergraduate studies at
the Fırat University. She is making her PhD thesis at the Bozok University. Her
research interests lie in the area of Artificial Neural Network, Image processing,
Intelligent robot technology and Mechatronics Engineering . She has collaborated
actively with researchers in other disciplines of computer science and robotics.
Orhan ER was born in Mardin (1978). He received the B.Sc., M.Sc., and Ph.D.
degrees from the Sakarya University of Turkey, in 2001, 2004, and 2009, respectively,
B.Sc., M.Sc. degrees in computer engineering and Ph.D. degree in electronics
engineering. Currently, he is an assistant Professor at the Faculty of Engineering and
Architecture. His research interests are performance modeling and optimization of
artificial neural networks and artificial immune systems.

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