Introduction-Fuzzy Intelligence-Lecture Slides, Slides of Artificial Intelligence

This lecture was delivered by Dr. Asif Ullah at Pakistan Institute of Engineering and Applied Sciences, Islamabad (PIEAS) for Fuzzy Intelligence course. It includes: Introduction, Complexity, Credibility, Uncertainty, Traditional, Modern, Logic, Probability

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2011/2012

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Department of Computer & Information Sciences
Pakistan Institute of Engineering and Applied Sciences
Introduction
CIS-524 Fuzzy Intelligence
Lecture 01
Umar Faiz
http://www.pieas.edu.pk/umarfaiz/cis524
CIS-524 Fuzzy Intelligence
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Download Introduction-Fuzzy Intelligence-Lecture Slides and more Slides Artificial Intelligence in PDF only on Docsity!

Department of Computer & Information SciencesPakistan Institute of Engineering and Applied Sciences

CIS-524 Fuzzy Intelligence

Lecture 01

Umar Faiz

http://www.pieas.edu.pk/umarfaiz/cis

CIS-524 Fuzzy Intelligence

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Introduction •

In general practice, we deal with problems in terms ofsystems that are constructed as modelssystems that are constructed as models.

The purpose of constructing models is to understand

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some phenomenon of reality, be it natural or man-made.

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Introduction •

Uncertainty has a pivotal role in any effort tomaximize the usefulness of systems modelsmaximize the usefulness of systems models.

Uncertainty becomes very valuable when considered in

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connection to the other characteristics of the systemsmodels.

The concept of uncertainty in science and mathematicsis manifested by two views

Traditional View

Modern View

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Introduction •

Traditional View:

According to traditional view science should strive for

According to traditional view, science should strive forcertainty in all its manifestations (precision, specificity,sharpness, consistency, etc) and uncertainty (imprecision, non-

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specificity, vagueness, inconsistency, etc) is considered asunscientific.

Modern View:

According to modern view, uncertainty is considered essential

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to science.

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Fuzzy Logic •

Fuzzy Logic

Fuzzy or multi valued logic was introduced in the 1930s by

Fuzzy, or multi-valued logic, was introduced in the 1930s byJan Lukasiewicz, a Polish philosopher.

While classical logic operates with only two values 1 (true)While classical logic operates with only two values 1 (true) and 0 (false), Lukasiewicz introduced logic that extended therange of truth values to all real numbers in the intervalbetween 0 and 1.

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Fuzzy Logic •

In 1965 Lotfi Zadeh, published his famous paper“Fuzzy sets” Zadeh extended the work on possibility

Fuzzy sets. Zadeh extended the work on possibility theory into a formal system of mathematical logic, andintroduced a new concept for applying naturalintroduced a new concept for applying naturallanguage terms.

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This new logic for representing and manipulating fuzzyterms was called fuzzy logic.

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Fuzzy Logic •

The word fuzzy means blurred, fluffy, frayed orindistinctindistinct.

Fuzzy logic is not logic that is fuzzy, but logic that is

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used to describe fuzziness.

Fuzziness is deterministic uncertainty.

Fuzziness is connected with the degree to which eventsoccur rather than the likelihood of their occurrence(probability).

For example, the degree to which a person is young is afuzzy event rather than a random event.

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Fuzzy Logic •

Fuzzy sets are functions that map each member in a setto a real number in [0 1] to indicate the degree ofto a real number in [0, 1] to indicate the degree ofmembership of that member.

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The ambiguity of real world definitions

Javaid is OLD

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60?

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ow "OLD" is old? 40 years, 50, or 60?

Daud is TALL

How "TALL" is tall? 5 feet, 6 feet, or 7 feet?

Every thing is a matter of degree

The "degrees" of being old or tall can be quantitativelyillustrated using quantified meaning.

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Fuzzy Logic Applications •

Replacement of a skilled human operator by a fuzzyrule based systemrule based system

Sendal subway (Hitachi)

Cement kiln (F L Smith)

Cement kiln (F.L. Smith)

Elevator Control (Fujitec, Hitachi, Toshiba)

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Sugeno s model car and model helicopter

Hirota's robotN

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uclear Reactor Control (Hitachi, Bernard)

Automobile automatic transmission (Nissan, Subaru)B lld

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ulldozer Control (Terano)

Ethanol Production (Filev)

Appliance control – Washing machine, microwave ovens, ricecookers, vacuum cleaners, camcorders, TVs, thermal rugs,heaters

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Fuzzy Logic Applications •

Replacement of a human expert by a fuzzy logicbased decision making systembased decision making system

Medical – CADIAG

Securities (Yamaichi Hitachi)

Securities (Yamaichi, Hitachi)

Credit Worthiness (Zimmermann)

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Damage assessment (Yao, Hadipriono)

Fault Diagnosis (Guangzhou)P

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roduction planning (Turksen)

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Neural Networks – Basic Concepts •

A Neural Network generally maps a set of inputs to aset of outputsset of outputs

Number of inputs/outputs is variable

The network itself is composed of an arbitrary numberof nodes with an arbitrary topology

Input 0

Input 1

Input n

Output 0

Output 1

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Neural Networks – Basic Concepts •

Neuron vs. Node

Illustration of a biological and artificial neuron (perception)

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What can a Neural Net do? •

Has a potential to solve difficult problems currentmethods can not solve well (realistic reasons):methods can not solve well (realistic reasons):

Pattern classification: hand-written characters, facialexpression engine diagnosis etcexpression, engine diagnosis, etc.

Non-linear time series modeling, forecasting: Stock price,utility forecasting, ecg/eeg/emg, speech, etc.

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Adaptive control, machine learning: robot arm, autonomousvehicle

Requires massive parallel implementation with opticaldevices, analog ICs.devices, analog ICs.

Performance degrades gracefully when portions of thenetwork are faultynetwork are faulty.

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Neural Netwoks •

The study of neural networks started by the publicationof Mc Culloch and Pitts [1943]of Mc Culloch and Pitts [1943].

The single-layer networks, with threshold activation functions,were introduced by Rosenblatt [1959] These types ofwere introduced by Rosenblatt [1959]. These types ofnetworks were called perceptrons.

In the 1960s it was experimentally shown that perceptrons

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could solve many problems, but many problems could not besolved.

These limitations of one-layer perceptron weremathematically shown by Minsky and Papert in their

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book Perceptron [1969].

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