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DESCRIPTION
Tower of Hanoi (also known as the Benares Temple Problem or the Tower of Brahma or Lucas' Tower and sometimes as plural as the Towers, or pyramid puzzle) is a mathematical game or puzzle involving three sticks and a number of wide disks various, which can slip on any rod.
Tower of Hanoi is a mathematical puzzle where we have three sticks and n disks. The purpose of the puzzle is to move the whole stack to another stick, by following the following simple rules: Only one disk can be moved at a time.
The Hanoi Tower consists of three anchors or towers with n disks placed one on top of the other. Only one disk can be moved at a time. No disk can be placed on a small disk.
The Towers of Hanoi and London are thought to balance high functions such as planning and working memory. Both were used as a test to determine the function of the frontal lobe.
Here we explore the solution of an ancient Hanoi tower that uses finite automata, as well as other variations on the original puzzle. Over time, we find a new effect on morphisms producing the old tower and laziness of Hanoi, as well as a new automatic sequence effect.
As in health, you can sometimes take a big problem and break it down into smaller pieces that are easier to solve. The skills or knowledge you gain from that "little success" can be very helpful when dealing with big problems.
KEYBOARD & MOUSE FUNCTIONS
Use keyboard to enter the number of disks
Use mouse to display the menu
MENU
- Quit
- Solve
where Quit is used to end the project and solve is used to solve the tower of Hanoi one by one.
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