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Questions related to the (computational) complexity of solving problems
-3
votes
1
answer
78
views
Is there always a worse algorithm?
Is the following true?
Given a problem with a known algorithm of time complexity $g(n), \exists$ another algorithm to solve said problem with time complexity $f(n). \,\,\, f(n): g(n) = o(f(n)) $ …
0
votes
Types of Time Inconstructible Functions
A candidate for a computable but non-time-constructible function could be based on the Collatz conjecture.
Let $C: \mathbb{N} \to \mathbb{N}$ be defined as the median value (or other appropriate stati …
1
vote
1
answer
31
views
Types of Time Inconstructible Functions
So Wikipedia gives me notions of time and space constructibility and as far as I can tell, the two general definitions used are:
Functions $f: \mathbb{N} \to \mathbb{N}$ such that for all $n \geq n_0 …
-1
votes
2
answers
178
views
Does this problem offer any insight into $P$ vs $NP$
What is the input of a given hash?
The problem can be verified in polynomial time (using a hash that executed in polynomial time), and I suspect that it may be possible to prove that ther …
0
votes
1
answer
327
views
Never Brute Force?
Does there exist a more optimum algorithm to solve every problem than brute force (or an equivalent)?
A brute force algorithm for the purpose of this question is defined as an algorithm of time c …
5
votes
3
answers
12k
views
Complexity of Integer Division
My favourite algorithm textbook: The Algorithm Design Manual S. Skiena.pdf
had this interesting problem:
1-28. [5] Write a function to perform integer division without using either the / or * oper …