Examples of 'np-complete problem' in a sentence
Meaning of "np-complete problem"
np-complete problem - This phrase is a technical term used in computer science and mathematics to describe a type of computational problem that is classified as NP-complete, meaning it belongs to a certain complexity class. It is commonly used in discussions related to algorithms and computational complexity
How to use "np-complete problem" in a sentence
Basic
Advanced
np-complete problem
Solving constraints of this kind is an NP-complete problem.
No algorithm for any NP-complete problem is known to run in polynomial time.
Maybe you are asking for an NP-complete problem.
You identify NP-complete problems by finding a reduction from them to a known NP-complete problem.
Finding a minimal coloring graph is indeed a NP-complete problem.
Gödel asked whether a certain NP-complete problem could be solved in quadratic or linear time.
If we find an efficient algorithm for just one NP-complete problem.
Each co-NP-complete problem is the complement of an NP-complete problem.
I found a method to solve an NP-complete problem in polynomial time.
Unfortunately, finding maximal subgraphs of a certain kind is often an NP-complete problem.
The feedback vertex set problem is an NP-complete problem in computational complexity theory.
Unfortunately finding maximal subgraphs of a certain kind is often a NP-complete problem.
Prove that there exists an NP-complete problem X such that.
Finding the tree and branch lengths minimizing the least squares residual is an NP-complete problem.
The 3-partition problem is an NP-complete problem in computer science.
See also
There is often only a small difference between a problem in P and an NP-complete problem.
Suppose there exists an NP-complete problem formula 1 that is in co-NP.
Solving a constraint satisfaction problem on a finite domain is an NP-complete problem in general.
An NP-complete problem with known pseudo-polynomial time algorithms is called weakly NP-complete.
In this thesis, we prove that computing alternatives in optimal DPOR is an NP-complete problem.
It remain to prove that an NP-complete problem reduces to k-clique.
Finding such an exact cover at all, regardless of size, is an NP-complete problem.
Every NP-complete problem is self-reducible.
However, selecting an optimal multipath is an NP-complete problem.
The first known NP-complete problem was satisfiability ( SAT ).
In computational complexity theory, finding a minimum clique cover is a graph-theoretical NP-complete problem.
Battleship is an NP-complete problem.
This means that the FNP version of every NP-complete problem is NP-hard.
Until that time, the concept of an NP-complete problem did not even exist.
You'll also be interested in:
Examples of using Np-complete
Show more
Solving NP-complete problems requires exponential time
It was among the first problems shown to be NP-complete
Recall that NP-Complete problems are decision problems
Examples of using Problem
Show more
The problem is this is meant to be a family trip
I heard you got a problem with ghosts
Not a problem because we have her here
