32aa3c19e3c37f84afdcc27bb2f00ede5c11c387
java/com.sap.sailing.windestimation/src/com/sap/sailing/windestimation/model/regressor/twdtransition/DurationBasedTwdTransitionRegressorModelContext.java
| ... | ... | @@ -43,8 +43,10 @@ public final class DurationBasedTwdTransitionRegressorModelContext |
| 43 | 43 | * |
| 44 | 44 | */ |
| 45 | 45 | public enum DurationValueRange { |
| 46 | - BEGINNING(0, 1, 1, false), MIDDLE1(1, 140, SupportedDimensionValueRange.SQUARE_ROOT_AS_POLYNOMIAL_DEGREE, |
|
| 47 | - true), MIDDLE2(140, 5394, 1, true), REMAINDER(5394, SupportedDimensionValueRange.MAX_VALUE, 1, true); |
|
| 46 | + BEGINNING(0, 1, 1, false), |
|
| 47 | + MIDDLE1(1, 140, SupportedDimensionValueRange.SQUARE_ROOT_AS_POLYNOMIAL_DEGREE, true), |
|
| 48 | + MIDDLE2(140, 5394, 1, true), |
|
| 49 | + REMAINDER(5394, SupportedDimensionValueRange.MAX_VALUE, 1, true); |
|
| 48 | 50 | |
| 49 | 51 | private final SupportedDimensionValueRange supportedDimensionValueRange; |
| 50 | 52 |
wiki/howto/windestimation.md
| ... | ... | @@ -20,7 +20,7 @@ To complete the training process successfully, you need to make sure that you ha |
| 20 | 20 |  |
| 21 | 21 | Press OK. Afterwards, a graphical window must open with two charts. The top chart is an XY-chart where the x-axis represents **seconds** and the y-axis represents various TWD delta-based measures (e.g. standard deviation or mean). Below the XY-chart, a histogram for the data points of the XY-chart is provided. You can zoom-in and zoom-out in each of the charts by mouse dragging. Be aware that currently the zoom level of both charts is not synchronizing. |
| 22 | 22 |  |
| 23 | -3. Open your graphical MongoDB client and connect to ``windEstimation`` database hosted within your local MongoDB. Open the collection with name ``aggregatedDurationTwdTransition``. Within the collection, you will see all the instances/data points visualized in the previous step. The attribute used for the x-axis is ``value``. Its corresponding metrics plotted in y-axis are the other attributes. ``std`` represents standard deviation (``Sigma`` curve in XY-chart) and ``std0`` represents standard deviation with zero as mean value (``Zero mean sigma`` curve in XY-chart). |
|
| 23 | +3. Open your graphical MongoDB client and connect to the ``windEstimation`` database hosted within your local MongoDB. Open the collection named ``aggregatedDurationTwdTransition``. Within the collection you will see all the instances/data points visualized in the previous step. The attribute used for the x-axis is ``value``. Its corresponding metrics plotted in y-axis are the other attributes. ``std`` represents standard deviation (``Sigma`` curve in XY-chart) and ``std0`` represents standard deviation with zero as mean value (``Zero mean sigma`` curve in XY-chart). |
|
| 24 | 24 |  |
| 25 | 25 | 4. Delete all the instances within the collection which do not make sense. For this, use the data visualization tool from step 2 to identify such instances. Some of the instances are not representative due to the small number of supporting instances which is visualized in the histogram. Such instances can produce unreasonable bumps in the XY-chart. The desired output of this step is that the curve ``Zero mean sigma`` looks smooth and always growing, e.g. as depicted below: |
| 26 | 26 |  |