Th Of Computation Dec 2002

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2.

56 7.

3.

B. E. (Coll1puter ~cie~ce EngiJ;l~~g) VIth Seinest~r Examination, Deeember-:-2002 THEORY OF COMPUTATION Paper-CSE-31O-C Maximum Marks: 100

Time allowed: 3 hours Note: Attempt any five of the following. 1.

Describe the finite state automation by illustrating with transition diagram. Consider fsm whose transition function 8 is given in the form of a transition table Q = {'lo, q) , q2' q3}, L = {O, I}, F = {'lo} Give the entire sequence of states for input string 110001 States

~@

"

Input 0

1

q2

q)

q)

q3

qo

q2


q3

q3

q\

q2

20

4.

Explain Moore machines. How FA can be converted into 20 Moore machines?

3.

Explain the algorithm for minimization of FA ? Explain the closure properties of regular sets.

4.

20

Explain the following: (a) Chomsky Normal Form with examples 567400P2(Q-8)

P.T. G.

(2)

(6 yo Construct a regular ··expression corresponding to the _ ,.

;. i

state diagram .

10,10

s.

Explain Push Down Automata and their application in details.

20

What is Thring Machine? Explain advantages of TM over FSM.(Finite State Macl'ine). If L is a regular set over L·, then L - L is also a regular •over L.

10,10

Expl;rin Chomsky Hierarchies of Grammars. Design a Turing Machine over {I, b} which can compute concatenation function oyer L = { 1 }. If a pair of words (WI' W2) is the input, the output has to be WI W2• 10,10 8 ... Describe briefly the following: (a) Context Sensitive Language (b) Universal Turing Machine (c) Undeciability.

567-400

5,8,7

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