LBRY Block Explorer

LBRY Claims • gate-2014-question-35-spotting

77cdf18e5580fae3e4283f08a27c4908ff77ca9b

Published By
Created On
8 Oct 2021 17:02:45 UTC
Transaction ID
Cost
Safe for Work
Free
Yes
GATE 2014 Question 35: Spotting Recognizable Languages
Here we go over a GATE exam problem about a language of Turing Machines that accept some string of length 2020. We then classify this language as being undecidable but recognizable. The proof of undecidability is supposing a decider for it exists, then obtaining a decider for A_TM from that, which we know cannot exist. The proof of recognizable comes from "brute force" parallel simulation of all strings of length 2020, and accepting if any such string is accepted.

Patreon: https://www.patreon.com/easytheory

If you like this content, please consider subscribing to my channel: https://www.youtube.com/channel/UC3VY6RTXegnoSD_q446oBdg?sub_confirmation=1

▶ADDITIONAL QUESTIONS◀
1. Could we have applied Rice's Theorem to this problem?
2. What can we say about the complement of L?

▶SEND ME THEORY QUESTIONS◀
ryan.e.dougherty@icloud.com

▶ABOUT ME◀
I am a professor of Computer Science, and am passionate about CS theory. I have taught over 12 courses at Arizona State University, as well as Colgate University, including several sections of undergraduate theory.
...
https://www.youtube.com/watch?v=YSgmw9t7OQs
Author
Content Type
Unspecified
video/mp4
Language
English
Open in LBRY

More from the publisher

Controlling
VIDEO
CONVE
Controlling
VIDEO
PUMPI
Controlling
VIDEO
PUMPI
VIDEO
WISH
Controlling
VIDEO
REGUL
Controlling
VIDEO
THE "
Controlling
VIDEO
CONTE
Controlling
VIDEO
DON'T
Controlling
VIDEO
NFA T