Multiple Linear Regression - Estimated Regression Equation
Costs[t] = + 2063.55395662252 -11913.6029498857Group[t] + 1.21878029308951GrCosts[t] + 75.2638113483493Trades[t] -32.7684671272523GrTrades[t] + 0.0202124527097466Dividends[t] + 0.060607189985472GrDiv[t] -0.000411636898666929TrDiv[t] -0.00112908749933964`Wealth `[t] + e[t]


Multiple Linear Regression - Ordinary Least Squares
VariableParameterS.D.T-STAT
H0: parameter = 0
2-tail p-value1-tail p-value
(Intercept)2063.553956622522549.6299950.80940.4204230.210211
Group-11913.60294988573855.329102-3.09020.0026540.001327
GrCosts1.218780293089510.11058611.021100
Trades75.26381134834939.7068487.753700
GrTrades-32.768467127252313.448677-2.43660.0167740.008387
Dividends0.02021245270974660.022080.91540.3623860.181193
GrDiv0.0606071899854720.0324761.86620.0652360.032618
TrDiv-0.0004116368986669298.6e-05-4.80916e-063e-06
`Wealth `-0.001129087499339640.001909-0.59140.5557520.277876


Multiple Linear Regression - Regression Statistics
Multiple R0.939496178111833
R-squared0.88265306868674
Adjusted R-squared0.872336854944916
F-TEST (value)85.5597887729104
F-TEST (DF numerator)8
F-TEST (DF denominator)91
p-value0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation7800.64963583693
Sum Squared Residuals5537362261.43854


Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or IndexActualsInterpolation
Forecast
Residuals
Prediction Error
1162556149504.47304370513051.5269562947
22979030914.2104955658-1124.21049556582
38755095177.4694648157-7627.46946481567
48473853456.959672311231281.0403276888
55466062432.9810798445-7772.98107984454
64263449341.494277142-6707.494277142
74094913724.923589758627224.0764102414
84231240357.58042076111954.41957923888
93770447918.6769144332-10214.6769144332
101627514706.77336341681568.22663658321
11258302680.7569302602623149.2430697397
12126798026.80541613744652.1945838626
131801420645.9164216757-2631.9164216757
144355618641.025323337824914.9746766622
152452428309.5326387696-3785.53263876963
1665325158.030244523441373.96975547656
1771232270.117993922484852.88200607752
182081321588.4939540605-775.493954060504
193759744587.1792552386-6990.17925523864
201782113245.57128738994575.42871261006
211298812667.9311035726320.068896427372
222233023821.2178382579-1491.21783825786
23133265342.68749690887983.3125030912
241618912187.35344018054001.64655981947
2571466374.22074866502771.779251334977
26158245878.056083772119945.9439162279
272608830445.4298746508-4357.42987465081
281132610792.4247205906533.575279409369
2985684124.146803187084443.85319681292
301441622305.0368142044-7889.03681420438
313369707.9174263045732661.08257369543
321181912343.0737782113-524.073778211257
3366204354.18674595512265.8132540449
3445193258.996526995541260.00347300446
3522206157.11627354434-3937.11627354434
36185628842.770902670569719.22909732944
37103276648.820934598473678.17906540153
3853364648.07101532682687.928984673183
3923654861.66208537516-2496.66208537516
4040699571.39390667975-5502.39390667975
41771022584.8491287363-14874.8491287363
42137185760.381392045427957.61860795458
43452511675.6207455067-7150.62074550672
4468696795.034866618973.9651333811031
4546285933.88704869268-1305.88704869268
4636532463.537548864391189.46245113561
4712656842.03762833243-5577.03762833243
4874895331.093365689412157.90663431059
4949016104.6647571238-1203.6647571238
5022844814.40679896873-2530.40679896873
5131601884.679974363691275.32002563631
5241503574.57463674487575.425363255133
5372859651.18971391746-2366.18971391746
541134-131.0824374270841265.08243742708
5546584640.9138068353417.0861931646626
5623847676.68662854082-5292.68662854082
5737482996.63561171155751.364388288451
5853715906.09226145593-535.092261455934
5912857330.443965701-6045.44396570101
6093278781.45113559163545.548864408371
6155654172.901117839941392.09888216006
6215284936.27182289551-3408.27182289551
6331221256.34908464451865.6509153555
6473176067.895984795921249.10401520408
6526756874.896636173-4199.896636173
661325339359.7287167857-26106.7287167857
678806539.10608850677-5659.10608850677
682053368.6605356408321684.33946435917
6914246206.71932932822-4782.71932932822
7040362776.710521222781259.28947877722
713045-2397.176207448685442.17620744868
7251195325.74883139904-206.748831399038
7314314918.20313066186-3487.20313066186
745543764.39347075699-3210.39347075699
7519754951.82890970487-2976.82890970487
761286-2150.285124646923436.28512464692
7710125282.27049459243-4270.27049459243
788105181.83741258342-4371.83741258342
7912808514.99469414336-7234.99469414336
80666-1016.94444478441682.9444447844
8113804209.89449037406-2829.89449037406
8246082956.66488929011651.3351107099
838765464.98604109407-4588.98604109407
848143589.74454858877-2775.74454858877
855144163.9777535983-3649.9777535983
8656923031.405556458392660.59444354161
8736426647.80418907509-3005.80418907509
885404180.89931389035-3640.89931389035
8920995821.39841642578-3722.39841642578
905674052.19413729219-3485.19413729219
9120015420.07938520468-3419.07938520468
922949366.1212705258592582.87872947414
9322537724.82926879222-5471.82926879222
9465337221.04504686802-688.045046868016
9518895108.85467225391-3219.85467225391
963055-921.8902218089063976.89022180891
972724049.70126787434-3777.70126787434
981414-172.6409633485861586.64096334859
9925644678.71519026039-2114.71519026039
1001383-2482.480142239573865.48014223957


Goldfeld-Quandt test for Heteroskedasticity
p-valuesAlternative Hypothesis
breakpoint indexgreater2-sidedless
120.982412049841110.03517590031778020.0175879501588901
130.9650577091477850.06988458170443060.0349422908522153
140.999717200862580.0005655982748404510.000282799137420225
150.999404937902240.001190124195520690.000595062097760345
160.9999224460839690.0001551078320629337.75539160314665e-05
170.9999141794633030.0001716410733938578.58205366969287e-05
180.9997994785552060.0004010428895877120.000200521444793856
190.9995850539165070.0008298921669858190.000414946083492909
200.9999997192496195.6150076254598e-072.8075038127299e-07
210.9999995485393529.02921295840664e-074.51460647920332e-07
220.9999990013059871.99738802660943e-069.98694013304717e-07
230.99999939776021.20447959990695e-066.02239799953475e-07
240.9999999936150941.2769811624307e-086.38490581215352e-09
250.9999999937468951.2506209796564e-086.25310489828199e-09
260.99999999966666.66799267528029e-103.33399633764015e-10
270.9999999990964221.80715607952222e-099.0357803976111e-10
280.9999999998536282.92744284649653e-101.46372142324827e-10
290.999999999684366.31281282277885e-103.15640641138942e-10
300.9999999999998822.35200744212465e-131.17600372106232e-13
310.9999999999997634.73739588936667e-132.36869794468333e-13
320.9999999999992651.4691980856564e-127.345990428282e-13
330.999999999998283.43821406530425e-121.71910703265213e-12
340.9999999999952199.5624644134736e-124.7812322067368e-12
350.9999999999894362.1127815100711e-111.05639075503555e-11
3615.80765490780112e-172.90382745390056e-17
3716.60083000940192e-183.30041500470096e-18
3812.43805808570005e-171.21902904285003e-17
3919.42759912250955e-174.71379956125477e-17
4016.58916765459297e-173.29458382729648e-17
4117.63839522685792e-213.81919761342896e-21
4213.57015999171375e-311.78507999585688e-31
4316.75069254455245e-313.37534627227623e-31
4413.83763709048089e-331.91881854524045e-33
4512.08598694182392e-331.04299347091196e-33
4611.78077354868277e-328.90386774341384e-33
4711.41650329324055e-317.08251646620273e-32
4819.9230141448835e-314.96150707244175e-31
4912.60495806788769e-311.30247903394384e-31
5016.64811773374206e-313.32405886687103e-31
5114.19162749170413e-302.09581374585207e-30
5213.55832418458022e-291.77916209229011e-29
5313.48072221767871e-281.74036110883936e-28
5411.72235911353529e-278.61179556767646e-28
5511.46610168543675e-267.33050842718373e-27
5616.23191928200466e-263.11595964100233e-26
5714.59222146869966e-252.29611073434983e-25
5811.30836629603465e-266.54183148017327e-27
5915.4217187807301e-262.71085939036505e-26
6015.73604037120601e-252.86802018560301e-25
6114.68535608009569e-242.34267804004784e-24
6213.84218951450393e-231.92109475725196e-23
6313.60712656543017e-221.80356328271509e-22
6413.41911880535572e-211.70955940267786e-21
6512.72428309280215e-201.36214154640107e-20
6612.03684595665024e-201.01842297832512e-20
6711.66904183396575e-198.34520916982875e-20
6811.64616407018362e-188.2308203509181e-19
6911.1451658846384e-175.725829423192e-18
7011.09672187527083e-165.48360937635413e-17
7118.86030366870848e-164.43015183435424e-16
7217.14545874199412e-183.57272937099706e-18
7317.36930482823956e-173.68465241411978e-17
7418.6807136728478e-164.3403568364239e-16
750.9999999999999975.69382922614801e-152.84691461307401e-15
760.999999999999976.01780629757276e-143.00890314878638e-14
770.999999999999676.61319064075196e-133.30659532037598e-13
780.9999999999962747.45158882032533e-123.72579441016267e-12
790.9999999999946781.06435021046553e-115.32175105232763e-12
800.9999999999310421.37915019080559e-106.89575095402797e-11
810.9999999992136881.57262348979926e-097.86311744899632e-10
820.999999990818111.83637787587096e-089.1818893793548e-09
830.9999999848520953.02958102605301e-081.51479051302651e-08
840.9999997984234684.03153064678299e-072.0157653233915e-07
850.9999979692685894.06146282290381e-062.03073141145191e-06
860.999977392951624.52140967590271e-052.26070483795136e-05
870.9998091068675940.000381786264811190.000190893132405595
880.998815091799630.002369816400738750.00118490820036937


Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description# significant tests% significant testsOK/NOK
1% type I error level750.974025974025974NOK
5% type I error level760.987012987012987NOK
10% type I error level771NOK