Output
_externals\1\SABRmetrics.yxdb
SABRmetrics.yxdb
BOS
98
64
-
LAA
94
68
4
TEX
94
68
4
COL
89
73
9
SFG
79
83
19
CHC
76
86
22
C:\Users\joach\AppData\Local\Temp\Engine_17084_a3b346c170f44d93be75c177b2d0d5c1_\Engine_31532_3c43799c379c46e3b7f53677fc8544e5_.yxdb
Single
Profile
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
Weekly Challenge #18
Predict
Keep the top 10 variables
Keep the top 10 variables
Local Model
Projected Wins
False
2
False
False
95
False
256000
{"Name":"","Owner":"","Status":"","Id":"","LastDeployment":"","LastUpdated":"","LatestVersion":"","ActiveVersion":"","NumReplications":"","NumVersions":""}
Only keep the chosen teams
Only keep the chosen teams
Home
advanced
True
True
True
True
True
True
False
Linear_Regression_61
Wins
R_G,R,HR,RBI,BA,OBP,SLG,OPS,OPS_Adj,TB
False
False
False
0.5
5
lambda_1se
1
0.5
False
5
3
1
1x
Predict wins with linear regression
Linear_Regression_61
BOS
LAA
TEX
COL
SFG
CHC
Chosen Teams
Chosen Teams
Round projected wins and calculate projected losses
Projected_Wins = Round([Projected_Wins], 1)
Projected_Losses = 162 - [Projected_...
Calculate the max of projected wins
Calculate the max of projected wins
Error
Add the field max projected wins for further calculation
Add the field max projected wins for further calculation
Calculate games back
Games Back = [Max_Projected_Wins] - [Projected_Wins]
Games Back = if [Games Back...
Sort by descending projected wins
Projected_Wins - Descending
Determine top 10 variables
Pearson Correlation between all variables except "Tm", "Games" & "Win_Pct"
Pearson Correlation between all variables except "Tm", "Games" & "Win_Pct"
Only keep the useful column : correlations with "Wins"
Only keep the useful column : correlations with "Wins"
Sort the absolute correlations
Abs_corr - Descending
2-11
Keep the top 10 variables
Keep the top 10 variables
C:\Users\joach\AppData\Local\Temp\Engine_8412_27e489a4abd245a29aaa254ea85fbf73_\Engine_31532_fbecd903cc0a471296fb56c0b84f02b8_.yxdb
Horizontal
challenge_18_solution_JC