This process involves
powerful computers solving complex mathematical problems.
Not exact matches
Consider the ramifications: quantum
computers could
solve problems that current
computers could never
solve, no matter how
powerful they are.
Compute / Calcul Ontario is
solving large global challenges with
powerful computers and networks.
If we realize that recursive structures are extremely
powerful contemporary techniques for
solving problems in science and mathematics, and further realize that personal societies
solve problems of their own — namely, their own enduring existence — then Prolog programs as prehensive structures can be an effective tool in analyzing and clarifying the relationship between a Whiteheadian ontology and current
computer science.
More than that, though, along with completing the jigsaw of electronics, they might
solve the puzzle of how nature makes that most delicate and
powerful of
computers — the brain.
You'd think that pathfinding's a
solved problem, yet even to this day, with incredibly
powerful computers and software, pathfinding still ends up being the biggest pain in the a ** imaginable.
Some coins, like Bitcoin, Dash and Monero, are created in a process called «mining» which involves using
powerful computers to
solve complicated cryptographic puzzles.