Regression Analysis.

TN Tomoya Nakayama
MT Miki Tanikawa
YO Yuki Okushi
TI Thoma Itoh
TS Tsuyoshi Shimmura
MM Michiyo Maruyama
TY Taiki Yamaguchi
AM Akiko Matsumiya
AS Ai Shinomiya
YG Ying-Jey Guh
JC Junfeng Chen
KN Kiyoshi Naruse
HK Hiroshi Kudoh
YK Yohei Kondo
HN Honda Naoki
KA Kazuhiro Aoki
AN Atsushi J. Nagano
TY Takashi Yoshimura
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Regression analysis was performed according to a previous report (47). First, time-series data of average GSI values sampled approximately every 2 wk were interpolated and converted to daily data. Time-series data for the four types of inputs, specifically solar radiation (SR, i = 1), water temperature (WT, i = 2), day length (DL, i = 3), and GSI (i = 4), were normalized to have a mean of 0 and variance of 1. The regression weights wi, j (i = 1, …, 4; j = −T, …, 0) in Eq. 1 were estimated via ridge regression by minimizing the following cost function E:

where λ is a positive constant that controls the strength of the regularization term. In our regression analysis, λ was tuned to minimize the regression error in the test dataset.

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