Bafpred (FINALS Computation)

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  Predicted Actual102 9396 9785 8572 7162 6550 4932 35  Predicted Actual p-a (p-a)^2102 93 9 8196 97 -1 185 85 0 072 71 1 162 65 -3 950 49 1 132 35 -3 9SUM 102SUM/N 145714285714 RMSE  38172540617Predicted Actual p-a a!-a102 93 9 -22285714285796 97 -1 -26285714285785 85 0 -14285714285772 71 1 -0285714285762 65 -3 5714285714350 49 1 21714285714332 35 -3 357142857143A! 707142857143A era#e  RSE a$%&luate aluePredicted Actual p-a lp-al102 93 9 996 97 -1 185 85 0 072 71 1 162 65 -3 350 49 1 132 35 -3 318 MAE  25714285714a$%&luate aluePredicted Actual p-a lp-al102 93 9 996 97 -1 185 85 0 072 71 1 1  62 65 -3 350 49 1 132 35 -3 3712857142857 707142857143 18A era#e & predicted A era#e & actual  RAE  01425339367 SSR  38254285714286 SST  31714285714286 SSE  102 R2  08290387632  N i% 7 $ecau%e deri ed r& 81 t& 9(p-a)^2 (a!-a)^281 49665306122451 69093877551020 20408163265311 008163265319 3265306122451 47151020408169 12755102040816102 3171428571428600321621622N i% 7 $ecau%e deri ed r& 9 t& 3*& a+e a$&%lute put ,AS().&llar 4la!-al (p-p!)^2 (a-a!)^2 (a-p)^2222857142857 9433673469388 49665306 81262857142857 6107959183673 69093878 1142857142857 1880816326531 20408163 002857142857 05102040816 00816327 1
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