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شرح Theory Of Computation 18,DFA which accepts string starting and ending with same symbol

دورة أفضل كورس و دورة تدريبية في تعليم Theory of Computation or Automata Theory

Theory Of Computation 1,Introduction to TOC and DFA

Theory Of Computation 2, Construction of minimal DFA and problems

Theory Of Computation 3 , Construction of DFA and cross product of DFA

Theory Of Computation 4, DFA and problem

Theory Of Computation 5,DFA construction

Theory Of Computation 6, DFA construction of binary no which is divisible by 2 and number system

Theory Of Computation 7,DFA of binary no which is divisible by 3

Theory Of Computation 8,DFA of binary no divisible by 4

Theory Of Computation 9,DFA of strings which starts with 'a'

Theory Of Computation 10,DFA of strings which contains 'a'

Theory Of Computation 11,DFA of strings which ends with 'a'

Theory Of Computation 12,Comparison between different DFAs

Theory Of Computation 13,DFA of strings which starts with 'ab'

Theory Of Computation 14, DFA of strings containing 'ab' as substring

Theory Of Computation 15, DFA of strings which ends with 'ab'

Theory Of Computation 16,DFA problem and concatenation of DFA

Theory Of Computation 17,DFA which accepts string staring and ending with different sysmbol

Theory Of Computation 18,DFA which accepts string starting and ending with same symbol

Theory Of Computation 19,Complementation of DFA

Theory Of Computation 20,DFA which accepts strings in which every 'a' is followed by 'b'

Theory Of Computation 21,DFA which accepts strings in which every 'a' is never be followed by 'b'

Theory Of Computation 22,DFA which accepts strings in which every 'a' is followed by 'bb'

Theory Of Computation 23,DFA which accepts strings in which every 'a' is never be followed by 'bb'

Theory Of Computation 24,DFA which accepts strings= { a^nb^m | n,m greater than or equal to 1}

Theory Of Computation 25,DFA which accepts strings={ a^nb^m | n,m greater than or equal to 0}

Theory Of Computation 26,DFA which accepts strings={ a^nb^m c^l| n,m,l greater than or equal to1}

Theory Of Computation 27,DFA which accepts strings={ a^nb^mc^l/n,m,l greater than equal to 0}

Theory Of Computation 28,DFA which accepts strings=a^nb^mc^l/n,m,l greater than equal to 0}

Theory Of Computation 29,DFA which accepts strings such that 2nd symbol from LHS is 'a'

Theory Of Computation 30,DFA which accepts strings of form a^3bwa^3 , where 'w' is any string

Theory Of Computation 31, DFA Union,Concatenation, Cross product, Complementaion,Reversal

Theory Of Computation 32, Problems of DFA

Theory Of Computation 33,Introduction to NFA

Theory Of Computation 34,Examples of NFA

Theory Of Computation 35,Conversion of NFA to DFA

Theory Of Computation 36,Conversion of NFA to DFA

Theory Of Computation 37,convertion of NFA to DFA

Theory Of Computation 38, convertion of NFA to DFA

Theory Of Computation 39,Examples to construct NFA

Theory Of Computation 40,Complementation of NFA

Theory Of Computation 41,Minimization of DFA

Theory Of Computation 42,Minimization of DFA

Theory Of Computation 43,Minimization of DFA

Theory Of Computation 44,Minimization of DFA

Theory Of Computation 45,Minimization of DFA

Theory Of Computation 46,Moore Machine and Mealy machine

Theory Of Computation 47,Examples of Moore machine

Theory Of Computation 48,Examples of Moore machine

Theory Of Computation 49,Examples of Moore machine

Theory Of Computation 50,Examples of Moore machine

Theory Of Computation 51,Examples of Mealy machine

Theory Of Computation 52,Examples of Mealy machine

Theory Of Computation 53,Conversion of Moore machine to Mealy machine

Theory Of Computation 54,Conversion of Moore machine to Mealy machine

Theory Of Computation 55,Conversion of Mealy machine to Moore machine

Theory Of Computation 56,Conversion of Mealy machine to Moore machine

Theory Of Computation 57, Epsilon NFA and conversion of epsilon NFA to NFA

Theory Of Computation 58,Conversion of epsilon NFA to NFA

Theory Of Computation 59,families of languages

Theory Of Computation 60