COMPUTER & INFORMATION TECHNOLOGY DEPARTMENT BACHELOR OF SCIENCE IN COMPUTERSCIENCE SCO 113 FOUNDATIONS OF ARTIFICIAL INTELLIGENCE

FOURIER INTEGRAL THEOREM- PROPERTIES- FOURIER INVERSE FORMULA - SINE AND COSINE TRANSFORM-CONVOLUTE THEOREM

DEFINITION OF Z TRANSFORM- PROBLEMS- PROOFS- FIRST SHIFTING THEOREM- INVERSE OF Z TRANSFORM- SOLUTION OF DIFFERENTIAL EQUATIONS USING Z TRANSFORM

CHANGE OF INTERVALS - EVEN & ODD- HALF RANGE SERIES- PROBLEMS

HALF RANGE SERIES - SINE - COSINE - EXAMPLE PROBLEMS.

EULER FORMULA - EVEN FUNCTION-ODD FUNCTION- EXAMPLES PROBLEMS

FOURIER SERIES

THIS PRESENTATION HELPS YOU TO UNDERSTAND ABOUT DATA AQUISITION

 Machine Learning: Design and development of algorithms for training computers with example data or past experience based on a performance criteria.  Key concepts: • Example Data: Observed instances possibly with known outcome • Training/Learning: Process of generalization from the example data as probability distributions, rules, discriminative functions...

AI Course Overview The course provides students with basic knowledge of the theory and practice of Artificial Intelligence as a discipline concerning intelligent agents capable of deciding what to do and doing it. The material covered includes search algorithms, knowledge representation and reasoning, as well as a brief introduction to several sub-fields of AI. The course objectives are: ° To have an appreciation for and understanding of both the achievements of AI and the theor...