已知A1=(A0+A2)/2 - C1, A2=(A1+A3)/2 - C2 , ... =>A1+A2 = (A0+A2+A1+A3)/2 - (C1+C2) =>A1+A2 = A0+A3 - 2(C1+C2) 類似的有： A1+A2 = A0+A3 - 2(C1+C2) A1+A3 = A0+A4 - 2(C1+C2+C3) A1+A4 = A0+A5 - 2(C1+C2+C3+C4) ... A1+An = A0+An+1 - 2(C1+C2+...+Cn) A1+A1 = A0+A2 - 2(C1) (本來就是) ----------------------------------------------------- 左右求和 (n+1)A1+(A2+A3+...+An) = nA0 +(A2+A3+...+An) + An+1 - 2(nC1+(n-1)C2+...+2Cn-1+Cn) => (n+1)A1=nA0 + An+1 - 2(nC1+(n-1)C2+...+2Cn-1+Cn) => A1 = [nA0 + An+1 - 2(nC1+(n-1)C2+...+2Cn-1+Cn)]/(n+1)
