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Soft Computing
What is Soft Computing ? 
 “Soft Computing is an emerging approach to 
computing which parallel the remarkable ability of 
the human mind to reason and learn in a 
environment of uncertainty and imprecision”. 
 Soft Computing is the fusion of methodologies 
designed to model and enable solutions to real 
world problems, which are not modeled or too 
difficult to model mathematically. 
 The aim of Soft Computing is to exploit the 
tolerance for imprecision, uncertainty, 
approximate reasoning, and partial truth in order
 Soft Computing is a term used in computer 
science to refer to problems in whose solutions 
are unpredictable, uncertain and between 0 
and 1. 
 Soft computing deals with imprecision, 
uncertainty, partial truth, and approximation to 
achieve practicability, robustness and low 
solution cost. 
 The idea of soft computing was initiated in 
1981 BY 
Lotfi A. Zadeh. 
 Soft Computing is one multidisciplinary system 
as the fusion of the fields of Fuzzy Logic,
The Soft Computing – development 
history 
Soft Evolutionary Neural 
Fuzzy 
Computing Computing Network Logic 
Evolutionary Genetic Evolution Evolutionary 
Genetic 
Computing Programming Strategies Programming 
Algorithms
Goals of Soft Computing 
 to develop intelligent machines to provide solutions 
to real world problems, which are not modeled, or 
too difficult to model mathematically. 
 to exploit the tolerance for Approximation, 
Uncertainty, Imprecision, and Partial Truth in order 
to achieve close resemblance with human like 
decision making. 
 Well suited for real world problems where ideal 
solutions are not there.
Approximation : here the model features are similar to the 
real ones, but not the same. 
Uncertainty : here we are not sure that the features of the 
model are the same as that of the entity (belief). 
Imprecision : here the model features (quantities) are not the 
same as that of the real ones, but close to them. 
 The guiding principle of soft computing is to exploit 
these tolerance to achieve tractability, robustness 
and low solution cost. 
 The role model for soft computing is the human mind.
PROBLEM SOLVING 
TECHNIQUES 
HARD COMPUTING SOFT COMPUTING 
Precise Models Approximate Models 
Symbolic 
Logic 
Reasoning 
Traditional 
Numerical 
Modeling and 
Search 
Approximate 
Reasoning 
Functional 
Approximation 
and Randomized 
Search
Hard computing Vs. Soft 
Computing 
Hard computing Soft Computing 
requires 
precisely state analytic mode 
l 
tolerant of 
imprecision, uncertainty, partial 
truth and approximation 
based on binary logic, crisp 
system, numerical analysis 
and crisp software 
based on fuzzy logic, neural 
sets, 
and probabilistic reasoning 
has the characteristics of 
precision and categoricity 
has the characteristics of 
approximation and 
dispositionality 
requires programs to be 
written 
can evolve its own programs 
uses two-valued logic. can use multivalued or fuzzy 
logic 
is deterministic. incorporates stochasticity
Soft ComputingConstituents 
 Fuzzy Computing 
 Multivalued Logic for treatment of imprecision and 
vagueness 
 Neural Computing 
 Neural Computers mimic certain processing capabilities 
of the human brain 
 Genetic Algorithms 
 Genetic Algorithms (GAs) are used to mimic some of the 
processes observed in natural evolution and GAs are 
used to evolve programs to perform certain tasks. 
This method is known as "Genetic 
Programming" (GP).
From Conventional AI to Computational Intelligence 
 Conventional AI mostly involves methods now classified as 
machine learning, characterized by formalism and statistical 
analysis. This is also known as symbolic AI, logical AI, or 
neat AI. Methods include: 
 Expert systems: applies reasoning capabilities to reach a 
conclusion. An expert system can process large amounts of 
known information and provide conclusions based on them. 
 Case-based reasoning is the process of solving new 
problems based on the solutions of similar past problems. 
 Bayesian networks represents a set of variables together 
with a joint probability distribution with explicit independence 
assumptions. 
 Behavior-based AI: a modular method of building AI systems 
by hand.
 Computational Intelligence involves iterative development or 
learning. Learning is based on empirical data. It is also known 
as non-symbolic AI, scruffy AI, and soft computing. Methods 
mainly include: 
 Neural networks: systems with very strong pattern recognition 
capabilities. 
 Fuzzy systems: techniques for reasoning under uncertainty, 
have been widely used in modern industrial and consumer 
product control systems. 
 Evolutionary computation: applies biologically inspired 
concepts such as populations, mutation, and survival of the 
fittest to generate increasingly better solutions to the problem. 
These methods most notably divide into evolutionary 
algorithms and swarm intelligence. 
 Hybrid intelligent systems attempt to combine these two 
groups. It is thought that the human brain uses multiple
What is Machine Learning 
 To build computer systems that can adapt and learn 
from their experience. 
 Provides computers with the ability to learn without 
being explicitly programmed. 
 Focuses on the development of computer programs that 
can teach themselves to grow and change when 
exposed to new data. 
 Machine learning programs detect patterns in data and 
adjust program actions accordingly. 
 The process of machine learning is similar to that 
of data mining. 
 Instead of extracting data for human comprehension 
machine learning uses the data to improve the 
program's own understanding.
 Facebook's News Feed changes according to the 
user's personal interactions with other users 
 In e-mail – spam messages. 
 Types of Machine Learning 
 Supervised learning --- where the algorithm generates 
a function that maps inputs to desired outputs. One 
standard formulation of the supervised learning task is 
the classification problem: the learner is required to 
learn (to approximate the behavior 
 of) a function which maps a vector into one of several 
classes by looking at several input-output examples of 
the function. 
Unsupervised learning --- which models a set of inputs:
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Basics of Soft Computing

  • 2. What is Soft Computing ?  “Soft Computing is an emerging approach to computing which parallel the remarkable ability of the human mind to reason and learn in a environment of uncertainty and imprecision”.  Soft Computing is the fusion of methodologies designed to model and enable solutions to real world problems, which are not modeled or too difficult to model mathematically.  The aim of Soft Computing is to exploit the tolerance for imprecision, uncertainty, approximate reasoning, and partial truth in order
  • 3.  Soft Computing is a term used in computer science to refer to problems in whose solutions are unpredictable, uncertain and between 0 and 1.  Soft computing deals with imprecision, uncertainty, partial truth, and approximation to achieve practicability, robustness and low solution cost.  The idea of soft computing was initiated in 1981 BY Lotfi A. Zadeh.  Soft Computing is one multidisciplinary system as the fusion of the fields of Fuzzy Logic,
  • 4. The Soft Computing – development history Soft Evolutionary Neural Fuzzy Computing Computing Network Logic Evolutionary Genetic Evolution Evolutionary Genetic Computing Programming Strategies Programming Algorithms
  • 5. Goals of Soft Computing  to develop intelligent machines to provide solutions to real world problems, which are not modeled, or too difficult to model mathematically.  to exploit the tolerance for Approximation, Uncertainty, Imprecision, and Partial Truth in order to achieve close resemblance with human like decision making.  Well suited for real world problems where ideal solutions are not there.
  • 6. Approximation : here the model features are similar to the real ones, but not the same. Uncertainty : here we are not sure that the features of the model are the same as that of the entity (belief). Imprecision : here the model features (quantities) are not the same as that of the real ones, but close to them.  The guiding principle of soft computing is to exploit these tolerance to achieve tractability, robustness and low solution cost.  The role model for soft computing is the human mind.
  • 7. PROBLEM SOLVING TECHNIQUES HARD COMPUTING SOFT COMPUTING Precise Models Approximate Models Symbolic Logic Reasoning Traditional Numerical Modeling and Search Approximate Reasoning Functional Approximation and Randomized Search
  • 8. Hard computing Vs. Soft Computing Hard computing Soft Computing requires precisely state analytic mode l tolerant of imprecision, uncertainty, partial truth and approximation based on binary logic, crisp system, numerical analysis and crisp software based on fuzzy logic, neural sets, and probabilistic reasoning has the characteristics of precision and categoricity has the characteristics of approximation and dispositionality requires programs to be written can evolve its own programs uses two-valued logic. can use multivalued or fuzzy logic is deterministic. incorporates stochasticity
  • 9. Soft ComputingConstituents  Fuzzy Computing  Multivalued Logic for treatment of imprecision and vagueness  Neural Computing  Neural Computers mimic certain processing capabilities of the human brain  Genetic Algorithms  Genetic Algorithms (GAs) are used to mimic some of the processes observed in natural evolution and GAs are used to evolve programs to perform certain tasks. This method is known as "Genetic Programming" (GP).
  • 10. From Conventional AI to Computational Intelligence  Conventional AI mostly involves methods now classified as machine learning, characterized by formalism and statistical analysis. This is also known as symbolic AI, logical AI, or neat AI. Methods include:  Expert systems: applies reasoning capabilities to reach a conclusion. An expert system can process large amounts of known information and provide conclusions based on them.  Case-based reasoning is the process of solving new problems based on the solutions of similar past problems.  Bayesian networks represents a set of variables together with a joint probability distribution with explicit independence assumptions.  Behavior-based AI: a modular method of building AI systems by hand.
  • 11.  Computational Intelligence involves iterative development or learning. Learning is based on empirical data. It is also known as non-symbolic AI, scruffy AI, and soft computing. Methods mainly include:  Neural networks: systems with very strong pattern recognition capabilities.  Fuzzy systems: techniques for reasoning under uncertainty, have been widely used in modern industrial and consumer product control systems.  Evolutionary computation: applies biologically inspired concepts such as populations, mutation, and survival of the fittest to generate increasingly better solutions to the problem. These methods most notably divide into evolutionary algorithms and swarm intelligence.  Hybrid intelligent systems attempt to combine these two groups. It is thought that the human brain uses multiple
  • 12. What is Machine Learning  To build computer systems that can adapt and learn from their experience.  Provides computers with the ability to learn without being explicitly programmed.  Focuses on the development of computer programs that can teach themselves to grow and change when exposed to new data.  Machine learning programs detect patterns in data and adjust program actions accordingly.  The process of machine learning is similar to that of data mining.  Instead of extracting data for human comprehension machine learning uses the data to improve the program's own understanding.
  • 13.  Facebook's News Feed changes according to the user's personal interactions with other users  In e-mail – spam messages.  Types of Machine Learning  Supervised learning --- where the algorithm generates a function that maps inputs to desired outputs. One standard formulation of the supervised learning task is the classification problem: the learner is required to learn (to approximate the behavior  of) a function which maps a vector into one of several classes by looking at several input-output examples of the function. Unsupervised learning --- which models a set of inputs: