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STS2319 Lakshman N. R. et al.
                  through  a  curve fitting  from  the  fused  data  points.  Harvest  Index  requires
                  spatially variable weather data and/or  multiple-season  data to capture the
                  impact of climatic conditions. In this study, we only have crop cutting data for
                  one growing season. Also, given the relatively small area of Thai Binh, there
                  may not be significant variation in climatic variables across the province. Thus,
                  we  primarily  focus  on  approximating  AGB  for  yield  estimation,  under  the
                  assumption that all rice fields in the province share the same harvest index for
                  the current growing season.
                      To overcome the large gaps and the noises of both positives and
                  negatives  in  our  time  series  data,  we  use  a  simple  quadratic  curve  fitting
                  method to derive peak vegetation indexes of the second growing season. The
                  quadratic curve is centered at DOY 250, which was determined by visually
                  inspecting many time series of crop pixels distributed over the study area. To
                  reduce the impact of noises in the time series  to our peak  estimation, we
                  calculate the standard deviation of the fitted curve and remove vegetation
                  index values beyond three standard deviations from the mean. Then a new
                  curve  is  fitted  to  the  remaining  vegetation  index  values.  This  procedure  is
                  repeated iteratively until all the vegetation index values for the curve fitting
                  are  within  the  confidence  interval  of  the  curve  fitting.  The  derived  peak
                  vegetation index values of the pixels of all the representative field subplots are
                  then regressed against the crop cutting yield data. We use NDVI, EVI, and GCVI
                  peak values respectively to derive univariate linear regression models.

                  3.  Results
                      A.  Landsat–MODIS Fusion
                      Figure 1 shows a typical example of a 30 m by 30 m pixel time series from
                  both the Landsat–MODIS fusion data (Figure 1 top panel) and original Landsat
                  data (Figure 1 bottom panel). We can see clearly two growing cycles from the
                  NDVI data from the two sources of this example pixel, with the first growing
                  season  ending  around  DOY  190,  and  the  second  growing  season  peaking
                  around DOY 250. It is worth noting that if we only rely on Landsat data, we will
                  not have a clear-day scene during the peak growing season around DOY 250
                  as shown in Figure 1. Only through the fusion approach can we recover the
                  information during the peak value of NDVI for the second growing season.

                      B.  Paddy Rice Mapping
                      The overall accuracy associated with classifying landcover of Thai Binh
                  using four different inputs are ranked from high to low as: () “Landsat + ALOS-
                  2”, ② “Landsat Only”, ③ “Fusion NDVI SG Fit”, and ④ “ALOS-2 Only”. The
                  difference  between  the  first  two  inputs,  “Landsat  +  ALOS-2”  and  “Landsat
                  Only” is small, 0.77±0.02 versus 0.76±0.02. For the class of our main interest
                  here, paddy rice, user’s accuracy follows the same ranking order across the
                  four inputs. The producer’s accuracy of paddy rice is the highest for the input

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