forecasting:meeting_minutes_october_25_2016

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forecasting:meeting_minutes_october_25_2016 [2016/10/26 02:37]
jobatake created
forecasting:meeting_minutes_october_25_2016 [2021/09/19 21:59] (current)
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-====== Forecasting Meeting Minutes for Week of October ​18, 2016 ======  +====== Forecasting Meeting Minutes for Week of October ​25, 2016 ======  
-** Present ​Monday: Austin, Gordon, Brieanna, Jaimie **+** Present ​Tuesday: Austin, Gordon, Brieanna, Jaimie **
  
-** Present ​TuesdayGordon, Brieanna, Jaimie ​**+** Present ​Wednesday **
  
 ===== Updates ===== ===== Updates =====
-  * Ask Sharif ​to meet with us+  * Sharif ​will meet with us on Wednesday
  
 ===== Meeting with Dr. Kuh ===== ===== Meeting with Dr. Kuh =====
 ===== Expectations ===== ===== Expectations =====
-  * 3D plot: 2011, 2012 normalized ​and unnormalized for comparison +  * All of this is normalized ​(w/ Zenith Angle) 
-  * LA more variation, but smoother +  * X' = [X 1 1 1 1 1 1] 
-  * Moving Average and Decimation/Downsample +  * X'.T = [X.T | 1] 
-  * D and from 2011: +  * X'​*X'​.T ​[__X*X.T__ | **X1**] 
-  * X = 8:00-4:00 (input data) +            [1.T*X.T ​  | m     ] 
-  D = 9:00-5:00 (normalized and downsampled,​ column) +  * (X'*X'.T)/m 
-  * Y = Least Squares Equation = W.T(X) row = X.T(Wcolumn +  *** Mean**: X1/
-  * Unnormalized = D bar, Y bar +  *__ Correlation(R)__ : X*X.T/m 
-    ​Statistical:​ +  * Samples along diagonal of correlation matrix should be similar 
-      ​Y - sig*Y + +    * Like toeplitz matrix 
-      D - sig*D + +      * Right-hand bottom corner needs to be 1 
-    * Zenith: +      * Number of columns ​(min array rows (n) 
-      * Y*cos(theta) +      ​Number of times you are doing prediction 
-      * D*cos(theta) +      Estimate 9-5 (8 hours, ​every 5 mins, 96 solar irradiance times/​day ​*365 days/year35040 solar irradiance data points/year) 
-  * W = (XX.T)^(-1)*XD <= XX.T*W = XD +      * Diagonals same and symmetrical 
-  E^2 Averaged = (D-Y)^2 for every time +  * 1's on bottom are for the zenith normalized data 
-  ​MSE 1/m (||D-Y||)^2 +  * Do not need for the statistically normalized data 
-  * Don't need r bc cancel + 
-  * Ask Seyed what he did for decimation/​downsample + 
-    * 1) Average and down sample +  Types of Prediction
-    * 2) Take moving average +  Average 
-    Overlapping data points+  Persistence:​ Most recent value for prediction (tap=1) 
-      8:01-8:10 moving average + 
-      Then downsample +  * Python programming help from Sharif tomorrow 
-  * Filter then normalize +  * MSE valueD-Y=E(365*96) 
-  * <​del>​Normalize then filter</​del>​ +  Inner product ​of E/​entries ​2D array 
-    * **Normalizationmean then deviation*+  (Sum |E|^2)^.
-    Zenith Angle Filter: Zenith angle is from the 5th minute, 5 irradiance is averaged +  Root Mean Squared Working this week 
-      * Bias term +    Training ​to use same data for RMS 
-        * Number ​of taps is # present + number before +    * Go down with number of taps increasing 
-          * 1 tap present +      * Take square root of the error 
-          * 2 tap = present + future (mins in our case) +      (90,000)^.5 = 300 
-        In weight matrix +  * Weight ​for taps 
-          Row of 1'​s ​to the matrix to get bias term +    Positive values 
-    * Statistical normalization:​ -mean/​deviation +    * Decrease in value 
-      * Standard normalization 0 mean +  * Train on 2011 and test on 2012 
-  Estimate will need to be given back after the normalization +  * Train on 2012 and test on 2011 
-  * 3D plot for both zenith and stat normalization +  * RMS graphs for the 2011 (Test and train) and 2012 (test and train) 
-  Plot MSE +    * Higher on test than training 
-    * y = MSE, x = # taps +    * Can become higher though 
-    * Train error goes down, test error decreases until flattens or increases +    More time then train based on seasons 
-  * Check 2012 MSE test against ​2011 MSE train +      * Winter ​2011/2012, Spring 2011/2012, Summer 2011/2012, and Fall 2011/2012 
-    * Keep 2011 W +  * Interested in power solar panels will be making 
-    * Get new X, D to compute new Y + 
-  Flip: 2011 MSE test against ​2012 MSE train +
-  * Correlation is 3D plot +
-    * R=(1/​m)XX.T= 10x10 matrix that is symmetric+
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