of real numbers is defined as a if, for all indices , the following inequality holds:
∑i=1k+1fi2=(∑i=1kfi2)+fk+12sum from i equals 1 to k plus 1 of f sub i squared equals open paren sum from i equals 1 to k of f sub i squared close paren plus f sub k plus 1 end-sub squared Substitute the inductive hypothesis: stefani_problem_stefani_problem
This property is closely related to the , which is often used to optimize dynamic programming algorithms from 2. Fundamental Proof Techniques of real numbers is defined as a if,