Скачать или смотреть Lecture 46 Turing Machine for Complement of Binary Numbers

This video explains how to design a Turing Machine that computes the 1’s complement of a binary number—an important operation in digital logic, computing, and information encoding. The tutorial begins by reviewing complement operations and how Turing Machines manipulate symbols on the tape. You will learn how the TM scans each bit, replaces 0 with 1, and 1 with 0, and finally halts in an accept state after processing the entire input.
The video demonstrates each transition with clear explanations of state changes, head movement, and tape rewriting. We also discuss how this TM is an example of a transducer because it produces an output string instead of merely accepting or rejecting a language. Through visual explanation and practical examples, the video helps beginners grasp how simple computations can be performed using Turing Machines.
This tutorial is especially useful for TOC learners who want to understand how Turing Machines can implement real-world operations beyond language recognition. By the end of the lesson, you will be able to construct similar machines for arithmetic and logical computations.