Question

In: Computer Science

Given a non-deterministic automaton M = (K, Σ, s, ∆, F ) for K = {q0,...

Given a non-deterministic automaton M = (K, Σ, s, ∆, F ) for K = {q0, q1, q2, q3}, s = q0, Σ = {a, b}, F = {q1, q2, q3}, and ∆ = {(q0, a, q1), (q0, b, q3), (q1, a, q2), (q1, b, q1), (q3, a, q3), (q3, b, q2)}

1. (1pts) Draw the diagram of M

2. (2pts) Explain why M is not deterministic

3 (5pts) DRAW a diagram of a deterministic M0 such that M ≈ M0 . Explain shortly your answer.

4. (2pts) List all components of M0 = (K 0 , Σ 0 , s 0 , ∆, 0 F 0 )

Solutions

Expert Solution

Note: Plzzz don' t give dislike.....Plzzz comment if u have any problem i will try to resolve it.......


Related Solutions

Let M be defined as follows M = (K, Σ, s, ∆, F ) for K...
Let M be defined as follows M = (K, Σ, s, ∆, F ) for K = {q0, q1, q2, q3, }, s = q0, Σ = {a, b, c}, F = {q0, q2, q3} and ∆ = {(q0, abc, q0), (q0, a, q1), (q0, e, q3), (q1, bc, q1), (q1, b, q2), (q2, a, q2), (q2, b, q3), (q3, a, q3)}. 1. (1pts) Draw the diagram of M 2. (6pts ) DRAW a diagram of an automata M0 such...
PROBLEM: Given f(x)=4x - x2 + k & (1,3+k) on the graph of f. k =...
PROBLEM: Given f(x)=4x - x2 + k & (1,3+k) on the graph of f. k = 2 a) Write you equation after substituting in the value of k. b) Calculate the function values, showing your calculations, then graph three secant lines i. One thru P(1,f(1)) to P1(0.5,__) ii. One thru P(1,f(1)) to P2(1.5,__) iii. One thru P1 to P2                                                                                                                       c) Find the slope of each of these three secant lines showing all calculations.                         d) NO DERIVATIVES ALLOWED HERE! Use...
Let f be an irreducible polynomial of degree n over K, and let Σ be the...
Let f be an irreducible polynomial of degree n over K, and let Σ be the splitting field for f over K. Show that [Σ : K] divides n!.
Let M/F and K/F be Galois extensions with Galois groups G = Gal(M/F) and H =...
Let M/F and K/F be Galois extensions with Galois groups G = Gal(M/F) and H = Gal(K/F). Since M/F is Galois, and K/F is a field extension, we have the composite extension field K M. Show that σ → (σ|M , σ|K) is a homomorphism from Gal(K M/F) to G × H, and that it is one-to-one. [As in the notes, σ|X means the restriction of the map σ to the subset X of its domain.]
Let S be a non-empty set (finite or otherwise) and Σ the group of permutations on...
Let S be a non-empty set (finite or otherwise) and Σ the group of permutations on S. Suppose ∼ is an equivalence relation on S. Prove (a) {ρ ∈ Σ : x ∼ ρ(x) (∀x ∈ S)} is a subgroup of Σ. (b) The elements ρ ∈ Σ for which, for every x and y in S, ρ(x) ∼ ρ(y) if and only if x ∼ y is a subgroup of Σ.
Suppose a production function is given by  F ( K , L ) = K 1 2...
Suppose a production function is given by  F ( K , L ) = K 1 2 L 1 2, the price of capital “r” is $16, and the price of labor “w” is $16. a. (5) What combination of labor and capital minimizes the cost of producing 100 units of output in the long run? b. (5) When r falls to $1, what is the minimum cost of producing 100 pounds of pretzels in the short run? In the long...
2. Suppose a production function is given by  F ( K , L ) = K 1...
2. Suppose a production function is given by  F ( K , L ) = K 1 2 L 1 2, the price of capital “r” is $16, and the price of labor “w” is $16. a. (5) What combination of labor and capital minimizes the cost of producing 100 units of output in the long run? b. (5) When r falls to $1, what is the minimum cost of producing 100 pounds of pretzels in the short run? In the...
The production function of a firm is given by F(K, L)=KL. Assume that capital (K) is...
The production function of a firm is given by F(K, L)=KL. Assume that capital (K) is fixed at K=1 in the short run. Then the amount of labor (L) needed to produce 4 unit of output is equal to ___.
The production function of a firm is given by F(K, L)=KL. Assume that capital (K) is...
The production function of a firm is given by F(K, L)=KL. Assume that capital (K) is fixed at K=1 in the short run. Then the amount of labor (L) needed to produce 4 unit of output is equal to ___. Group of answer choices 16 1 4 8 2
Let S={1,2,3,6} and define the relation ~ on S2 by (m,n) ~ (k,l) for m+l=n+k Show...
Let S={1,2,3,6} and define the relation ~ on S2 by (m,n) ~ (k,l) for m+l=n+k Show that it is an equivalent relation Find the number of different equivalent classes and write all of them
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT