Sentences with phrase «salesman problem»
The phrase "salesman problem" refers to a challenging puzzle in mathematics and computer science. It involves finding the shortest possible route that a traveling salesman can take to visit a set of cities and return to the starting point, without visiting any city more than once. It is called a problem because finding the most efficient route can be time-consuming and difficult. Full definition
The same optimization routine that can solve the traveling salesman problem can be applied to airplane boarding.
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An example is the traveling salesman problem, finding the shortest possible route through a series of locations.
The traveling - salesman problem asks whether, given a set of cities and the travel times between them, there is a route that would allow a traveling salesman to reach all of them within some time limit.
First posed in 1968, nug30 is an optimization problem — akin to the traveling salesman problem where someone tries to visit the state capitals while putting the minimum number of miles on his car.
This powerpoint goes through example 10 from chapter 5 Travelling Salesman Problem section 5...
Theoretical computer scientist Shayan Oveis Gharan has identified connections between unrelated fields to tackle the traveling salesman problem.
In analyzing taxi data for ride - sharing opportunities, «Typically, the approach that was taken was a variation of the so - called «traveling - salesman problem,»» Santi explains.
Unfortunately, the traveling - salesman problem is also an example — indeed, perhaps the most famous example — of an NP - complete problem, meaning that even for moderate - sized data sets, it can't (as far as anyone knows) be solved in a reasonable amount of time.
A famous example is the travelling salesman problem — finding the shortest route between a set of cities.
The new quantum simulator could also be the basis for solving optimization problems such as the traveling salesman problem, in which a theoretical salesman must figure out the shortest path to take in order to visit a given list of cities.
«You can start by preparing the system in a simple and known state of lowest energy, for instance all atoms in their ground states, then slowly deform it to represent the problem you want to solve, for instance, the traveling salesman problem,» Vuleti?
Animals that travel between multiple destinations and return to a home base — like bees, birds, primates and humans — face a predicament known to mathematicians as the Travelling Salesman Problem.
Extending this ant model, Marco Dorigo, a computer scientist at the Free University of Brussels, and his colleagues devised a way to solve the famous «traveling salesman problem» [see box on preceding page].
In one example, they face a logistics challenge known as the «travelling salesman problem:» how can a hypothetical salesperson visit every city on their route in the shortest distance?
«Derived a new cat - morphing algorithm based on the Traveling Salesman problem.