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I love it! However this code will end long before the computer system runs out of memory - since the Fibonacci numbers grow exponentially (as φ^n), this will exceed the maximum integer storage very quickly.
If we take the maximum integer value of 2^64, this will be exceeded by the 93rd Fibonacci number. If we're looking for accuracy of resolution (which is lost around 2^53, the value will no longer be accurate after the 80th Fibonacci number.
P.S. This is my first GitHub post; please let me know if I'm doing this wrong.
The text was updated successfully, but these errors were encountered:
I love it! However this code will end long before the computer system runs out of memory - since the Fibonacci numbers grow exponentially (as φ^n), this will exceed the maximum integer storage very quickly.
If we take the maximum integer value of 2^64, this will be exceeded by the 93rd Fibonacci number. If we're looking for accuracy of resolution (which is lost around 2^53, the value will no longer be accurate after the 80th Fibonacci number.
P.S. This is my first GitHub post; please let me know if I'm doing this wrong.
The text was updated successfully, but these errors were encountered: