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Results tagged with proof-techniques
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user 65888
Questions about general methods and techniques for proving multiple theorems. When asking about the proof of a single statement, use tags relating to what the proof is about instead.
2
votes
2
answers
690
views
Prove L = {a = b ⊕ c | a, b, c ∈{0, 1}*} is not regular
Given that language $L = \{a = b ⊕ c \mid a, b, c ∈ \{0,1\}^*, a = b \oplus c\}$, with an alphabet $Σ = \{⊕, =, 0, 1\}$, I need to prove that this language is not regular. The following is as far as I …
CommunityBot
- 1
1
vote
1
answer
300
views
Is $A_{PTM}$ a BPP-complete language?
The language $A_{PTM}$ is defined as the acceptance problem on a Probabilistic Turing machine.
$A_{PTM}=$ { $<M, x> | M$ on input $x$ accepts with an error probability less than or equal to 1/3}
Ba …
- 13.6k
0
votes
1
answer
95
views
Prove a language $A_{PTM}$ is not BPP-Complete
I am trying to prove that there are a language is not BPP-Complete. There are a couple of examples online, but they are not the best examples and are a bit complicated. I spoke with one of my computer …
- 279k
4
votes
1
answer
2k
views
Every LEFT-RESET Turing machine has an equivalent conventional Turing machine
I am working on a proof of the theorem that every LEFT-RESET Turing machine has an equivalent conventional, single tape Turing machine. The transitions for the LEFT-RESET Turing machine are {Right, RE …
- 279k
2
votes
2
answers
2k
views
Proof Idea: How to prove the intersection of regular language and CFL is a CFL?
I know that the intersection of a regular language and a context free language is a context free language. I've seen this fact proven on here and other websites. However, after spending hours reading …
CommunityBot
- 1
0
votes
0
answers
408
views
Writing a constructive proof for closure of a regular language under homomorphism
I've spend the last few days searching online for an example of a constructive proof of regular languages being closed under homomorphism, but I have not seen one. I am mostly unsure of how to show th …
- 375
1
vote
1
answer
10k
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Pumping Lemma: 1^n^2 is not regular
I am attempting to prove via the pumping lemma that $1^{n^2}$ is not a regular language. I started with
$w = 1^{p^2}$
I then divided $w$ into $xyz$, where:
$x = 1^{l}$
$y = 1^{m}$
$z = 1^{{p^2}- …
- 851