G with n+1 elements, all set to 0.G[0] and G[1] to 1, as the base cases.j from 2 to n (inclusive), compute G[j] as follows:
a. Initialize G[j] to 0.
b. For each i from 1 to j (as the root), increment G[j] by G[i-1] * G[j-i].G[n] as the result, which is the number of unique BSTs that can be formed with n distinct nodes.