[SOLVED] Self-referential Proofs and Paradoxes

Please follow the materials within the syllabus as closely as possible, please dont use materials that are above this class. If you have any questions feel free to email me  here are other topics if you want to do them instead the one i chose that is fine with me as well 1) Choose a mathematical problem from one of these lists: https://en.wikipedia.org/wiki/List_of_NP-complete_problems https://en.wikipedia.org/wiki/List_of_PSPACE-complete_problems https://en.wikipedia.org/wiki/List_of_undecidable_problems https://en.wikipedia.org/wiki/EXPTIME https://en.wikipedia.org/wiki/EXPSPACE https://en.wikipedia.org/wiki/RE_(complexity)#RE-complete Or find some other mathematical problem you’re interested in that’s in a complexity class higher than P. Then, describe the problem mathematically and also in your own words, and describe the complexity class it’s in. For “complete” problems, prove its completeness. Showing a problem is NP-complete, for example, generally involves two steps: first, show it’s in NP; then, show some known NP-complete problem reduces to it. Some of the proofs and reductions you come across may be very complex, so you may need to just outline the reduction as best you can, rather than explaining it fully. 2) Pick a complexity class. Discuss the class, its canonical problems, and its relations to other classes. This one is a little more free-form, so you’ll have to figure out what to write about. Or you can focus on 2 classes with a subset/superset relation, describe them and their canonical problems, and prove the subset/superset relation. 3) If you’re interested in compilers and/or parsing, you can pick a parsing algorithm from here: https://dzone.com/articles/a-guide-to-parsing-algorithms-and-technology-part-3 and write your paper on that, analyzing its strengths and weaknesses, and explaining the algorithm. These algorithms should be understandable at your level, so I would expect a more thorough explanation and not just an outline. If the entire algorithm is too much to fit in the paper, find some part you can focus on. 4) Other options if you want to tackle them could be writing about decidability and unsolvable problems, including the Church-Turing thesis, lambda calculus, Godel’s incompleteness theorem, etc. Or possibly the equivalence of Turing machines and non-deterministic Turing machines, or self-referential proofs and paradoxes. These are very abstract and conceptually difficult topics, so if you’re interested in more advanced computer theory, formal logic, or philosophy, these topics might be interesting. 5) If you want to write a paper that goes further into the P vs. NP problem that I discussed in my P vs. NP video, that’s also a possibility. https://en.wikipedia.org/wiki/P_versus_NP_problem 6) You can write a paper on the proof of undecidability of any of the undecidable properties of context-free, context-sensitive, recursive or RE languages, provided the proof is substantial enough for this paper.

 

Struggling to find relevant content? Order a custom essay on
[SOLVED] Self-referential Proofs and Paradoxes
Let our experts save you the hassle
Order Now

Request assignment answer

Calculate the price
Make an order in advance and get the best price
Pages (550 words)
$0.00
*Price with a welcome 15% discount applied.
Pro tip: If you want to save more money and pay the lowest price, you need to set a more extended deadline.
We know how difficult it is to be a student these days. That's why our prices are one of the most affordable on the market, and there are no hidden fees.

Instead, we offer bonuses, discounts, and free services to make your experience outstanding.
Sign up, place your order, and leave the rest to our professional paper writers in less than 2 minutes.
step 1
Upload assignment instructions
Fill out the order form and provide paper details. You can even attach screenshots or add additional instructions later. If something is not clear or missing, the writer will contact you for clarification.
s
Get personalized services with GPA Fix
One writer for all your papers
You can select one writer for all your papers. This option enhances the consistency in the quality of your assignments. Select your preferred writer from the list of writers who have handledf your previous assignments
Same paper from different writers
Are you ordering the same assignment for a friend? You can get the same paper from different writers. The goal is to produce 100% unique and original papers
Copy of sources used
Our homework writers will provide you with copies of sources used on your request. Just add the option when plaing your order
What our partners say about us
We appreciate every review and are always looking for ways to grow. See what other students think about our do my paper service.
Human Resources Management (HRM)
Thanks so much for your service. You have done an excellent job.
Customer 452701, October 31st, 2023
Human Resources Management (HRM)
This paper is well -written from what I have read. If there are any instructor concerns, I will advise.
Customer 452701, October 24th, 2023
Philosophy
excellent job i will be coming back for any future papers if I have too.
Customer 452611, October 11th, 2021
Nursing
Excellent PowerPoint! Thank you!
Customer 452707, June 29th, 2022
Human Resources Management (HRM)
Thank you so much for your time.
Customer 452701, September 5th, 2023
Other
Excellent
Customer 452813, August 21st, 2023
Other
Excellent work, delivered ahead of schedule
Customer 452467, January 19th, 2024
Education
Thank you so much!
Customer 452675, March 17th, 2023
Nursing
Great writing! Really appreciate your help!
Customer 452503, April 22nd, 2021
Human Resources Management (HRM)
Thank you.
Customer 452701, April 24th, 2023
Nursing
Thank you for the great job and timely delivery.
Customer 452457, December 18th, 2020
Criminal Justice
Thank you for the great paper. I like how the writer structured it.
Customer 452627, October 2nd, 2021
OUR GIFT TO YOU
15% OFF your first order
Use a coupon FIRST15 and enjoy expert help with any task at the most affordable price.
Claim my 15% OFF Order in Chat

Good News ! We now help with PROCTORED EXAM. Chat with a support agent for more information