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From Discrete Mathematics to AI applications: A progression path for an undergraduate program in math Abdul Huq Middle East College of Information Technology,

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Presentation on theme: "From Discrete Mathematics to AI applications: A progression path for an undergraduate program in math Abdul Huq Middle East College of Information Technology,"— Presentation transcript:

1 From Discrete Mathematics to AI applications: A progression path for an undergraduate program in math Abdul Huq Middle East College of Information Technology, Sultanate of Oman and Narayanan T. Ramachandran

2 Approaches to AI Can be approached in different ways..
AI as a branch of Computer Science AI’s strong links with Math May be thought of as Applied Math Clarification of Theoretical issues

3 AI and Math The term AI has its roots in Math
Dominant role played by Mathematicians in the establishment of CS disciplines: Introduced by John McCarthy,Prof. of Math, Dartmouth College There are Math departments with AI Groups Use of technology in traditionally strong Mathematical subjects

4 Proposed approach Computer Science Math Modules
Discrete Math and Logic Formal Specification Automata & Formal Lang.

5 Three essential aspects
fundamental concepts of AI computational language concepts that support AI and applications of AI

6 Component mapping with essential aspects
Discrete Math and Logic Automata & Formal Lang. Formal Specification Prolog fundamental concepts of AI computational language concepts that support AI and applications of AI Natural Lang. Processing Expert System Auto-matic Theorem Proving Robotics

7 Discrete Math Data Structures Discrete Structures - Sets - Sequences
- Relations

8 Logic Propositional Logic Predicate Logic Logics of higher order
Fuzzy Logic Useful in Knowledge Representation There are researchers who consider logic as the most important factor in developing strategic, fundamental advances

9 VDM A formal specification language
Specifies what needs to be done rather than how it is to be done Based on predicate logic Useful in program development and proving correctness of programs

10 Prolog Based on predicate logic A logic programming language
Automatic Theorem Proving Developed into a general purpose programming language for AI applications

11 Key Features Ensure a firm understanding of the basic tools and techniques that are required for AI applications Instill knowledge in a spectrum of related subjects Encourage Creativity in the process of developing solutions to a variety of problems Provide opportunities to convert complex scenarios into various solvable parts and identify a solution from a list of known options Increase ability to search for solutions Develop computational skills that are needed in the industry Develop the ability to reason logically, analytically and critically Ensure that there is clear understanding of the role of AI specialists Provide the necessary skills to appreciate different AI concepts, their use and rationale

12 Categories of modules Fundamentals Computation Applications
General Education Additional Modules Projects

13 Categories of modules :Fundamentals
Graph Theory Combinatorics Discrete Math Logic Operating Systems Operations Research Introduction to AI

14 Categories of modules :Computation
Data Structures Algorithms Formal Specification Prolog Theory of computation

15 Categories of modules :Applications
Pattern Recognition Expert Systems Natural Language Processing Automatic Theorem Proving Robotics Machine Intelligence Human Computer Interaction

16 Categories of modules :General Education
English Biology Philosophy Pyschology

17 Additional Modules Calculus Mathe. Statistics Numerical Methods
Hardware Networking Systems Software Computer Architecture DBMS Physics Computer vision Fuzzy set &fuzzy logic

18 Structure of the programme
Four year/8 semester 15 weeks/sem No. of modules?? Credit points?? Exit points??

19 Pedagogy Group work Task based Effort based Individual effort
Self study Blend of theory and practice Exposure to real life problems

20 Learning outcomes of the programme
On completion of the programme, student will be able to: Formulate AI problems Mathematically Apply standard Mathematical methods Write code to implement solution procedures Search for information in tackling advanced problems


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