Given the language {a^n b^m where m>n}, create a 2 tape Turing machine that accept it.
Q: Consider this Turing Machine M1: 1/1,R /R qr /R 90 94 1/1,R 0/L,R 0/1, R 1/1, R 0/1, R 0/0,R 91 92…
A: Turing Machine: A Turing machine is a finite automaton that can read, write, and erase symbols on an…
Q: Write a two-tape nondeterministic Turing Machine that recognizes : {w E {0, 1}'I no(w) < n1(w) }.
A: Answer:)
Q: JUST DRAW IN JFLAP AND PROVIDE RUNTINE Write a one-tape deterministic Turing machineusing JFLAP…
A: The following is answered below:
Q: Our goal is to construct a deterministic one-tape Turing machine that accepts strings over Σ = {a,…
A: In my turing machine below, transition X/Y,R means upon reading X on tape head, we write Y there…
Q: Input Tape Аcсеptable? The state at halt Output Tape abccba No 95 XYZcba aabbcc aabbbc cba
A: Here we gonna check all the input symbols that these are acceptable or not, on which state they will…
Q: Write a 2 tape Turing machine that converts its input from binary to unary. In other words, if the…
A: A Turing machine which refers to the one it is an abstract computational model that performs…
Q: Create a single tape Turing machine (Using JFLAP) with the alphabet a,b,c,x,Null and initial input…
A: We must follow the instructions and use JFLAP to build a single tape tuning machine.
Q: For Σ= {a, b, c, d, e, ..., z}, consider the set L of words w such that the last symbol of w is a…
A: For Σ= {a, b, c, d, e, ..., z}, consider the set L of words w such that the last symbol of w is a…
Q: Given n integers {a₁, az, ..., an}, let S = a₁ + a2 + + an. Suppose that S is even. Design an…
A: This problem can be solved using dynamic programming approach. We can create a 2D array dp[i][j],…
Q: Let s = σ1. . . σk be a binary string of length k > 0. We say that a binary string w = w1 . . . wn…
A: According to the information given:- We have to proof the mentioned subsequence regular language…
Q: Construct a Turing machine that computes the function f(n) = +2 for all nonnegative integers n.
A: A Turing machine is a hypothetical machine that controls images on a tape strip, in light of a table…
Q: Write a Turing machine that converts its input from binary to unary. In other words, if the input is…
A: Here is the Turing machine that converts its input from binary to unary: State Current Symbol…
Q: Write in Python a program that simulates a finite deterministic automaton that (only) recognizes the…
A: Here, I have to write python program for the above question.
Q: Write a Turing machine that converts its input from binary to unary. In other words, if the input is…
A: Given that, Input string x ∈ {$, 0, 1}∗ The Turing machine must convert the Binary number into Unary…
Q: Consider the following Turing machine M that replaces all ex of a binary string with ts:…
A: Explanation: Because starting from the left side and moving to the right side until a blank symbol…
Q: (So, 0, S1, 0, L) (S₁, 1, S₁, 1, R) (S2, 0, S3, 1, R) state (So, 1, S1, 0, L) (So, B, S1, 1, R) (S3,…
A: For each part, Initially, we start with T in state s0 and position over the leftmost nonblank symbol…
Q: Using unary representations of numbers so that the only symbols are B and 1, write down 5- tuples…
A: Here is the explanation regarding the given Turing machine.
Q: Consider L={(TM) | TM stands for the Turing machine, which halts on all input, and L(TM)= L' for…
A: Given data: Consider L={(TM) | TM stands for the Turing machine, which halts on all input, and…
Q: How to write a turing machine that organizes/sorts an input binary string. For example: given 1110…
A: Here we have given solution with transition drawing to sort the binary string
Q: uy mput Si M De d integers. We say that M accepts w in space s if M accepts w after accessing at…
A: It is defined as a collection of 7 components: Q: the finite set of states Summation : the finite…
Q: Using adders, subtractors, comparers, copiers or multipliers, draw a block diagram for a Turing…
A: INTRODUCTION: An adder, sometimes known as summer, is a digital circuit that performs numerical…
Q: Build a turing machine for ? ( ? ) = 2.? where input data is 0^n and output data is 0^2n
A: Below is a Turing machine that takes input in the form of 0^n and outputs 0^2n:
Q: Let x, y, z be positive integers (x, y, z> 0) represented in unary. Assume that x> z. Design a…
A:
Q: : a. [(a mod n) - (b mod n)] mod n = (a - b) mod n
A:
Q: The Turing machine M below recognizes the language L= (02" | n ≥ 0}. 0/0, L 2/2.1 2/1, R A/A.R A/A.R…
A: Consider the language , consisting of all strings of whose length is a power of 2. Turing machine…
Q: Please write a python program with explanation data structure& algorithm and time &space complexity
A: In computer science, the time complexity is the computational complexity that describes the amount…
Q: A grid must have a mechanism for numbering the tiles in order to support random-access search. A…
A: Introduction The "tile" which refers to an important enough object in the game of "Memory" that we…
Q: Give pseudocode for a Turing machine that decides the language L = {a" #b"#c" | n ≥ 0}
A: WE will be using Turing Machine to solve this"
Q: Give an example of an algorithm that is O(1), an algorithm that is O(n) and an algorithm that is…
A: Consider an example of array of size n and we can provide examples for all time complexities O(1),…
Q: (BI). Implement a Red-Black tree with only operation Insert(). Your program should read from a file…
A: Given that, Implement a Red-Black tree with only operation Insert(). the program should read from a…
Q: software maintenance
A: Answer is in given below:-
Q: ive a program P such that for any n > 0 and every computation s1 = (1, σ), s2, ..., sk of P that has…
A: SUMMARY: -Hence, we discussed all the points.
Q: The operation Perm(w), applied to a string w, is all strings that can be constructed by permuting…
A: Introduction Regular Expressions make it precise to describe the language that finite automata could…
Q: Let M = ({qo, q1, q2, q3}, {a, b, c},T, 8, qo, º, {q1, q3}) be a Turing machine. Consider w ¢ L(M).…
A: Solution: Given,
Q: Build a Turing machine that lists on its tape, all binary integers in numerical order separated by…
A: A Turing machine that lists on its tape, all binary integers in numerical order separated by blanks…
Q: Suppose you have a Turing machine M with I = {D,U,), Q = {qo, 91}, and 8 is given by the table: q og…
A: In a given language, L = {aibjck | i*j = k; i, j, k ≥ 1}, where every string of ‘a’, ‘b’ and ‘c’ has…
Q: Consider the following Turing Machine:
A: Consider the given Turing Machine :
Q: Question 3 In the homework we saw Turing machines for AND, OR, NOT. Here's the definition for XOR.…
A: Answer: I have given answer in the handwritten format.
Q: ring machine that computes the function ?(?)=2? , i.e. if the input is 0^? then the output should be…
A: The solution is an given below :
Q: Construct a Turing machine that accepts the language of strings of the form an, where n is a…
A: Here is your answer: First we need to understand with the help of the example. Lets string 1 0 1 1 0…
Q: не а mistic, single tape Turing Machine with at states, that copies the letters before the *, to…
A: Sure, here is an introduction and summary of the problem:IntroductionThe interleaving problem is a…
Q: Consider a 2-tape Turing Machine with 1^n on Tape 1. Give the table for the Turing Machine that…
A: The table for the given turing machine
Q: Draw a Turing machine that takes as input a string w ∈ { 0, 1, 2}*, erases the tape contents, and…
A: To create a Turing machine that takes as input a string in the alphabet {0, 1, 2}*, erases the tape…
Q: Write a 2 tape Turing machine that converts its input from binary to unary. In other words, if the…
A: A Turing machine which consists of a finite state control unit and that the tape which it is divided…
Q: Our goal is to construct a deterministic one-tape Turing machine that accepts strings over Σ = {a,…
A: The transition diagram of the Turing machine is :
Given the language {a^n b^m where m>n}, create a 2 tape Turing machine that accept it.
![](/static/compass_v2/shared-icons/check-mark.png)
Step by step
Solved in 2 steps with 1 images
![Blurred answer](/static/compass_v2/solution-images/blurred-answer.jpg)
- Computer Science provide a three-tape turing machine for L = a^n where n => 0 is perfect square. λ should be accepted. tape 1: string to be processed n^2 a's tape 2: strings of length n^2. These sequences will be made up of symbol Y tape 3: strings of length n. These sequences should be made up of symbol Y. Tape 2 and 3 recursively generated from string 1, only last string retained on tape.Modeling the spread of a virus like COVID-19 using recursion. Let N = total population (assumed constant, disregarding deaths, births, immigration, and emigration). S n = number who are susceptible to the disease at time n (n is in weeks). I n = number who are infected (and contagious) at time n. R n = number who are recovered (and not contagiuous) at time n. The total population is divided between these three groups: N = S n + I n + R n There are several hidden assumptions here that may or may not apply to COVID-19, such as a recovered person is assumed to not be able to get the disease a second time, at least within the time window being examined. On week 0 (the start), you assume a certain small number of people have the infection (just to get things going). Everyone else is initially susceptible, and no one is recovered. There are two constants of interest: Let period = time period that it takes for an infected person to recover (recover meaning they become not infectious to…In the homework we saw Turing machines for AND, OR, NOT. Here's the definition for XOR. q0 0 B q1 q1 BR q2 д0 1 В q3 q3 BR q4 q4 0 1 q5 q4 1 0 q6 Trace the machine's execution on input 11 by showing the successive configurations. List one configuration per line with a single space separating each part of the configuration. Recall that the parts of the configuration are in the following order: current-state current-head tape-to-left tape- to-right. Use "e" for ɛ and use it only in the "tape-to-left" or "tape-to-right" positions when there is nothing but blanks in those directions. Otherwise list all characters explicitly (and use B for a blank character when needed). initially q0 1 e 1 Step 1 Step 2 Step 3
- Write a 2 tape Turing machine that converts its input from binaryto unary. In other words, if the input is the string x ∈ {$, 0, 1}∗, a $ followed by thebinary expansion of the nonnegative integer n (for example, $101 to represent n = 5), thenthe machine outputs the string 1^n(e.g., 1^5 = 11111). You may assume the input stringwill be in this format, i.e., a $ followed by either just a 0, or followed by a binary stringbeginning with 1.Use JFLAP to represent a Turing machine that represents the following algorithm. given alphabet is a, b, c, and x. and the regx is (a+b+c)m where m>= 3, make a machine that reads the first character places an x backs up and puts the original character down. The machine is then to ff past ALL a,b,c then ff past all x to the next a,b,c. read that character replace it with an x, rewind past all x, past all a,b,c to the next blank and put it down. Continue until there are only blanks past the x characters.Define a Turing machine that accepts an integer n as an input string in unary representation, w = { 1 } *, and calculates n mod 3. When the machine halts, the tape should contain only the unary representation of f(w) followed by a zero. For example, ƒ(1111) = 10 or f(11111) 11111) = 0.
- Suppose a Genetic Algorithm uses chromosomes of the form x=abcdef with a fixed length of six genes.Each gene can be any digit between 0 and 9 . Let the fitness of individual x be calculated as : f(x) =(a+b)-(c+d)-(e+f) And let the initial population consist of four individuals x1, ... ,x4 with the following chromosomes : x1 = 3 5 3 2 6 5, x2 = 9 8 0 1 2 2, x3 = 1 2 2 1 2 3, x4 = 7 9 2 3 1 1 1. 1.Evaluate the fitness of each individual, showing all your workings, and arrange them in order with the fittest first and the least fit last. 2. calculate the average fitness. 3. Perform the following crossover operations:a- Cross the fittest two individuals using one point crossover at the middle point.b- Cross the second and third fittest individuals using a two point crossover (points b and e). Suppose the new population consists of the four offspring individuals received by the crossover operations in the above question. Evaluate the fitness of the new population, showing all your…Construct a Turing machine that accepts the language of strings of the form an, where n is a composite number. A composite number is any integer n that can be written as a product n = p · q, where p and q are integers with 1 < p, q < n. Specifically for the purpose of this question, 0 and 1 are not considered composite numbers. Your machine can be non-deterministic, and it can use multiple tapes (as many as you need). I suggest breaking up the construction into smaller sub-tasks. For this question, it is enough to give a detailed description of the algorithm of your machine. You do not need to draw a full transition diagram. Although you can draw diagrams for smaller parts if it helps you illustrate your construction.For a Turing machine M, (M) refers to the binary representation of M. For a Turing machine M, L(M) contains the set of all strings accepted by M. For a Turing machine M and an input x € {0,1}*, Steps(M, x) refers to the number of steps taken by M to execute on x before it halts. Here, one step of execution of M on x = one movement (left or right) of the tape head. For a Turing machine M and an input x = {0,1}*, we define the following: ReachCells(M,x) = {i : M reaches ith tape cell when M is executed on x} Informally, it contains all locations on the tape that are visited when M is ecuted on x. The leftmost location on the tape is the first tape cell, the location next to it is the second tape cell, and so on. A string w₁ is an anagram of w2 if w₁ can be obtained by rearranging the alphabets of w2. Formally, if w₁ is an n length string, wê is called an anagram of w₁ if there exists a permutation à on n elements such that π(w₁) = W2.
- The reverse function maps a string w to wR. Draw a multi-tape Turing machine that computes the reverse of a binary string. That is, given a binary string w as input, your Turing machine should compute wR, write the result to tape 1, and halt.Construct a turing machine that computes the function ?(?)=2?, i.e. if the input is 0^? then the output should be 0^2n, e.g. if it says 000 on the tape before the machine is run it should read 000000 on the belt when it has stopped.Q1. Design a Turing machine to count number of l's in the tape and write the output at beginning of the tape. (Consider that tape has binary numbers only). Q2. Consider the TM defined by M = (Q. E,r, 8, q0, B, F) 8 ( qo, a ) = (q1, a , R) 8 ( qo , b ) = ( q1 , b, R) 8( qo, B) = (q1,B , R) 8(q1, a) = ( qo, a, L) 8(q1, b )= ( qo, b , L) 8 ( qı, B ) = ( qo, B, L) What is the state of TM on input 'ab'?
![C++ Programming: From Problem Analysis to Program…](https://www.bartleby.com/isbn_cover_images/9781337102087/9781337102087_smallCoverImage.gif)
![C++ Programming: From Problem Analysis to Program…](https://www.bartleby.com/isbn_cover_images/9781337102087/9781337102087_smallCoverImage.gif)