Designing a Turing Machine for Unary Addition

The limitation of FSM cannot remember an arbitrarily long sequence of symbols, because the head can move only in one direction i.e. Right always. It cannot come back to retrieve the information stored on the tape, because of which, it cannot multiply two numbers and it cannot check for well formed of parenthesis as well as for palindrome sequences. To remove these limitations, we required a more po werful machine is called as Turing machine. Turing machine is a basic model of computer which can perform all the operation as a computer like addition, subtraction, multiplication and so on. A Turing machine halts when it no longer has any available moves. If it halts in a final state, it accepts its input; otherwise, it rejects its input. Turing machine accepts its input if it halts in a final state. There are two ways of rejecting the input string in case of TM: 1. The Turing machine could halt in a non final state ⭐Courses Playlist ⭐ 🔗SYSTEM PROGRAMMING (SP): https://www.youtube.com/playlist?list=PLS6nugESt9lIGSB_qxapdJh46j_5Hwhlq 🔗COMPILER DESIGN | COMPILER | LANGUAGE PROCESSOR: https://www.youtube.com/playlist?list=PLS6nugESt9lLXiC2WFznm4Gly6dykw5Oo 🔗COMPILER DESIGN | COMPILER | LANGUAGE PROCESSOR: https://www.youtube.com/playlist?list=PLS6nugESt9lLXiC2WFznm4Gly6dykw5Oo 🔗DESIGN AND ANALYSIS OF ALGORITHMS (DAA)| ALGORITHM: https://www.youtube.com/playlist?list=PLS6nugESt9lJ2rluFZTYq8YnpRD1rm5Wf 🔗Computer Architecture and Digital System: https://www.youtube.com/playlist?list=PLS6nugESt9lKerCOnI48acy6hwmEJvtEG 🔗COMPUTER GRAPHICS (CG) BY. AHMAD SIR: https://www.youtube.com/playlist?list=PLS6nugESt9lIhGBQstlBiRjIgjC_us7-V theory of computation alan turing turing machine Design a turing machine for anbncndn turing machine tutorial Gate cse gate cse preparation gate computer science toc Turing machine accepts string Types of turing machine Rtmnu Pune university Design of turing machine turing machine easy explain Turing machine easy Cse academy Aktu viral videos best lecture CSE ACADEMY toc by Ahmad sir turing machine a^nb^n Design turing machine for anbn recursively enumerable language in toc recursive and recursively enumerable languages in toc Recursively enumerable language automata theory Automata theory and formal languages turing machine for 2's complement Turing machine for 2s complement theory of computation lectures theory of computation for gate Theory of computation turing machine automata Design of Turing Machine computer science engineering #design of turing machine to perform Addition #unary number #turingmmachine #automata #toc #flat #gatecse #by ahmad sir #cse academy