PG-Msc.AI S2, Soft Computing, First Internal Examination, February 2024
Section A
Answer any 4 questions. Weight 1 each.
1.
Write a short note on hybrid systems
Hybrid Systems computing uses more than one computational technique to
solve various real world problems. This integration of multiple systems in one
enables us to get highly intelligent results. These results are potent as well
as adaptive to any new environment.
2.
Describe the structure of an artificial neuron
3.
Compare supervised and unsupervised learning approaches in ANN.
Supervised Learning |
Unsupervised Learning |
Supervised learning algorithms are trained using labeled data. |
Unsupervised learning algorithms are trained using unlabeled data. |
Supervised learning model takes direct feedback to check if it is
predicting correct output or not. |
Unsupervised learning model does not take any feedback. |
Supervised learning model predicts the output. |
Unsupervised learning model finds the hidden patterns in data. |
In supervised learning, input data is provided to the model along with
the output. |
In unsupervised learning, only input data is provided to the model. |
The goal of supervised learning is to train the model so that it can
predict the output when it is given new data. |
The goal of unsupervised learning is to find the hidden patterns and
useful insights from the unknown dataset. |
Supervised learning needs supervision to train the model. |
Unsupervised learning does not need any supervision to train the
model. |
Supervised learning can be categorized in Classification and Regression problems. |
Unsupervised Learning can be classified in Clustering and Associations problems. |
Supervised learning can be used for those cases where we know the
input as well as corresponding outputs. |
Unsupervised learning can be used for those cases where we have only
input data and no corresponding output data. |
4.
Differentiate between Hard Computing and Soft Computing.
5.
Define linear separability.
Linear separability is
an important concept in machine learning, particularly in the field of
supervised learning. It refers to the ability of a set of data points to be
separated into distinct categories using a linear decision boundary. In other
words, if there exists a straight line that can cleanly divide the data into
two classes, then the data is said to be linearly separable.
(4 x 1=
4 weightage)
Section B
Answer any 3 questions. Weight 2 each.
6.
Using the linear separability concept, obtain the response for the OR
function. (Take
bipolar inputs and bipolar targets).
Refer
text book page no:33
7.
Illustrate the use of activation functions and their types.
Types of Activation
Functions
1. Sigmoid Function
In an ANN, the sigmoid
function is a non-linear AF used primarily in feedforward neural networks. It
is a differentiable real function, defined for real input values, and
containing positive derivatives everywhere with a specific degree of
smoothness. The sigmoid function appears in the output layer of the deep
learning models and is used for predicting probability-based outputs. The
sigmoid function is represented as:
Tanh Function
The activation that
consistently outperforms sigmoid function is known as tangent hyperbolic
function.
ReLU (Rectified Linear
Unit) Activation Function
Currently, the ReLU is
the activation function that is employed the most globally. Since practically
all convolutional neural networks and deep learning systems employ it.
Softmax Function
Although it is a subclass
of the sigmoid function, the softmax function comes in handy when dealing with
multiclass classification issues.
8.
Implement the AND function using the McCulloch-Pitts neuron model.
(Use binary
data representation).
Refer pageno.30
9.
Demonstrate the Hebb training algorithm.
(3 x 2= 6
weightage)
Section C
Answer any 1 question. Weight 5 each.
10. Explain basic models of
ANN based on the types of connections.
Single layer feed forward
Multilayer feed forward
Single node with its feedback
Single layer recurrent
Multilayer recurrent
11. Design a Hebb net to
implement AND function. (take bipolar inputs and bipolar targets).
Refer
page no.34
(1 x 5 = 5 weightage)
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