Yuri Matiyasevich [mah tee YAH seh vich] solved Hilbert's tenth problem by 
Yuri Matiyasevich [mah tee YAH seh vich] solved Hilbert's tenth problem by linking them with a diophantine equation. The associated generating function is x over the quantity one minus x minus x squared, which can be used to prove that the nth term is equal to phi to the n plus one minus phi to the n divided by the square root of five, where phi is the golden ratio. Its namesake first studied the sequence in his Liber Abaci after considering a hypothetical system of rabbit reproduction. FTP, name this sequence of numbers in which each number past the second is the sum of the previous two.          |
Yuri Matiyasevich [mah tee YAH seh vich] solved Hilbert's tenth problem by linking them with a diophantine equation.
{Fibonacci Numbers} or {Fibonacci Sequence} prompt on Fibonacci