- #1
DreadVile
Cool little video. No clue on how to embed it.
https://www.youtube.com/watch?v=dAyDi1aa40E
https://www.youtube.com/watch?v=dAyDi1aa40E
Last edited by a moderator:
DreadVile said:Cool little video. No clue on how to embed it.
http://youtu.be/dAyDi1aa40E"
https://www.youtube.com/watch?v=dAyDi1aa40E
Proton Soup said:from the URL, one cuts the value shoved in the variable "v=dAyDi1aa40E", taps the television with rabbit ears icon, and pastes like so:
PHP:https://www.youtube.com/watch?v=dAyDi1aa40E
yeah, calculus of variations can be fun. had it in an optimal control course years ago. i really wish we had GPUs back then...
The "Motorway Problem" is a famous mathematical problem that involves finding the shortest possible route between several towns on a map. The challenge is to connect all the towns with a motorway while minimizing the total distance traveled.
The "Motorway Problem" can be solved using a mathematical concept called the Traveling Salesman Problem (TSP). TSP is a well-studied problem in the field of optimization and has many algorithms that can be used to find the most efficient solution.
Yes, the "Motorway Problem" can have multiple solutions. However, the goal is to find the optimal solution, which is the one with the shortest total distance. There may be several routes that connect all the towns, but only one can be the shortest.
When solving the "Motorway Problem", factors such as the number of towns, the distance between each town, and any restrictions on the route (such as avoiding certain areas or roads) are taken into account. These factors can affect the complexity of the problem and the solution.
The "Motorway Problem" has real-life applications such as planning efficient delivery routes for companies or designing optimal road networks for cities. It is also used in logistics and transportation industries to minimize travel time and costs. The problem has practical implications in various fields, making it an essential topic in mathematics and optimization.