Is there a formula for the Tribonacci sequence, where the formula for Fibonacci is:
$$F_n=\frac{(1+\sqrt 5)^n-(1-\sqrt 5)^n)}{2^n\sqrt 5}.$$
Is there a formula for the Tribonacci sequence, where the formula for Fibonacci is:
$$F_n=\frac{(1+\sqrt 5)^n-(1-\sqrt 5)^n)}{2^n\sqrt 5}.$$