Give a description of a TM M, that recognizes language D = {w over {0, 1}*| w contains twice as many O's as 1's}. For example: 010 € D, 000011 € D, and 0110 € D. In this case, you are free to use in your description traditional or any variation of TM we have covered in class. In addressing be sure to pay special attention to final (halting) configurations, when required. you are expected to provide pseudocode for the corresponding machines. Remember that in your pseudocode, you need to be clear of what are your reading and writing on the tape (and which tape if you use more than 1), the direction in which the tape heads will move, and when the Turing Machine should halt and accept and/or halt and reject. Having said that, the point is not for you to describe state-by-state what the Turing Machine would look like. Instead, the goal of the description is for you to offer a high level overview that considers what to read/write in which order, in which directions the tape would move and how you reach accept/reject decision.

Give a description of a TM M, that recognizes language D = {w over {0, 1}*| w contains twice as many O's as 1's}. For example: 010 € D, 000011 € D, and 0110 € D. In this case, you are free to use in your description traditional or any variation of TM we have covered in class. In addressing be sure to pay special attention to final (halting) configurations, when required. you are expected to provide pseudocode for the corresponding machines. Remember that in your pseudocode, you need to be clear of what are your reading and writing on the tape (and which tape if you use more than 1), the direction in which the tape heads will move, and when the Turing Machine should halt and accept and/or halt and reject. Having said that, the point is not for you to describe state-by-state what the Turing Machine would look like. Instead, the goal of the description is for you to offer a high level overview that considers what to read/write in which order, in which directions the tape would move and how you reach accept/reject decision.

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

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Give a description of a TM M, that recognizes language D = {w over {0, 1}*| w contains
twice as many 0's as l's}. For example: 010 E D, 000011 E D, and 0110 € D. In this case, you are free
to use in your description traditional or any variation of TM we have covered in class.
• In addressing be sure to pay special attention to final (halting) configurations, when required.
you are expected to provide pseudocode for the corresponding machines.
Remember that in your pseudocode, you need to be clear of what are your reading and writing
on the tape (and which tape if you use more than 1), the direction in which the tape heads will
move, and when the Turing Machine should halt and accept and/or halt and reject. Having said
that, the point is not for you to describe state-by-state what the Turing Machine would look like.
Instead, the goal of the description is for you to offer a high level overview that considers what to
read/write in which order, in which directions the tape would move and how you reach
accept/reject decision.

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