ARIMA Parameter Estimation and Backward Selection | |||||||
Iteration | ar1 | ar2 | ar3 | ma1 | sar1 | sar2 | sma1 |
Estimates ( 1 ) | -0.6736 | -0.4038 | -0.1789 | -1 | 1.016 | -0.0272 | -0.522 |
(p-val) | (0 ) | (0.001 ) | (0.0806 ) | (0 ) | (6e-04 ) | (0.9213 ) | (0.0666 ) |
Estimates ( 2 ) | -0.6711 | -0.4024 | -0.179 | -1 | 0.9877 | 0 | -0.4954 |
(p-val) | (0 ) | (0.001 ) | (0.0804 ) | (0 ) | (0 ) | (NA ) | (3e-04 ) |
Estimates ( 3 ) | -0.6147 | -0.2852 | 0 | -1 | 0.9882 | 0 | -0.5097 |
(p-val) | (0 ) | (0.0048 ) | (NA ) | (0 ) | (0 ) | (NA ) | (3e-04 ) |
Estimates ( 4 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 5 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 6 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 7 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 8 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 9 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 10 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 11 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 12 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimates ( 13 ) | NA | NA | NA | NA | NA | NA | NA |
(p-val) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) | (NA ) |
Estimated ARIMA Residuals |
Value |
-5.32297736365959e-05 |
-0.000234016023184655 |
-6.64307213853421e-05 |
-0.000358849883889627 |
-0.000268828056909147 |
0.00124497494755428 |
0.000805450412865619 |
-0.000989553360598899 |
-0.002385009920337 |
-0.00257233175032902 |
-0.00202234190821663 |
0.00489650738590586 |
0.000681419352541239 |
-0.00215456090686938 |
-0.00274869643864043 |
-0.00286959160872316 |
0.00102778889320862 |
-0.00207668606602683 |
0.00708830452825105 |
-0.00236454527784407 |
0.000173708930647558 |
-0.0015889507223027 |
-0.00153407637142002 |
-0.000388447323110234 |
-0.000452222636934364 |
-0.00239716221556059 |
0.00102296296586463 |
0.00094653863542827 |
-0.000615056486594445 |
0.000174878301423889 |
0.00704852599792639 |
-0.000439391838939348 |
-0.00189427120967815 |
-0.00175433379904194 |
-0.00137119813423249 |
-0.00667943168031755 |
0.00304895947031985 |
0.00283249236044579 |
-0.00140572002628679 |
0.000826806807079422 |
-0.000732538958196964 |
4.27464812759763e-05 |
0.00483668025961792 |
-0.00295448065460244 |
0.000812125482866689 |
-0.000110658364430136 |
-0.000619710861896959 |
0.00378859238564644 |
-0.00444598723973605 |
0.000486490630526565 |
0.00148146054013896 |
0.000152459756859357 |
2.021295298931e-05 |
-0.000803874161242586 |
0.00201719589937081 |
-0.00153904329114734 |
-0.00174679892702706 |
-0.000334582903858239 |
0.000724733045672792 |
0.00199946298164394 |
0.000598833344355304 |
-0.000401579913784168 |
0.000736109051406865 |
-0.000357480657625413 |
0.000700936624296697 |
0.00187748520226428 |
-0.000262845463575079 |
-0.00128728072621992 |
-0.000885277672069936 |
-0.00118216942741244 |
-0.00105660146691536 |
0.00864201766378562 |
0.00372169592460575 |
0.00132155251158098 |
-0.00151738733585419 |
0.00357426962696694 |
-0.00233152629337822 |
-0.00571112570156531 |
-0.00085153184134704 |
-0.00222737526291377 |
0.000182187727426279 |
0.000194411065935418 |
-0.000777755669967328 |
-0.00244073573864047 |
0.002148862635384 |
-0.00097427577474317 |
-0.00106928452979856 |
-0.00270028908950119 |
0.000521020040772127 |
0.000236811455296402 |
0.00422365623051504 |
-0.000785881788280118 |
9.02134473664628e-05 |
0.000745462510185822 |
0.000246138233268716 |