Fifth recent advances in quantitative remote sensingJosé Antonio Sobrino Rodríguez Universitat de València, 14 déc. 2018 - 481 pages
The Fifth International Symposium on Recent Advances in Quantitative Remote Sensing was held in Torrent, Spain from 18 to 22 September 2018. It was sponsored and organized by the Global Change Unit (GCU) from the Image Processing Laboratory (IPL), University of Valencia (UVEG), Spain. This Symposium addressed the scientific advances in quantitative remote sensing in connection with real applications. Its main goal was to assess the state of the art of both theory and applications in the analysis of remote sensing data, as well as to provide a forum for researcher in this subject area to exchange views and report their latest results. In this book 89 of the 262 contributions presented in both plenary and poster sessions are arranged according to the scientific topics selected. The papers are ranked in the same order as the final programme. |
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Résultats 1-5 sur 90
... derived from Sentinel-3 SLSTR instrument 206 J. C. Jimenez, J. A. Sobrino, G. Soria, Y. Julien, D. Skokovic, J. Gomis-Cebolla, C. Mattar, A. Santamaría-Artigas, J. J. Pasapera-Gonzales Uncertainty Analysis of the Automated Radiometric ...
... derived from GGOS Atmosphere data with GNSS ZTD over China 407 Junyu Li, Lilong Liu, Liangke Huang, Shaofeng Xie, Fade Chen and Linbo Liu Vegetation dynamics in the Iberian Peninsula from GIMMS NDVI 3g 1982-2011 and its relation to the ...
... derived from synthetic aperture radar (SAR) images (Holecz et al., 2013). Similarly, LAI has been used assessment in the framework of the ERMES (an Earth obseRvation Model based RicE information Service) project (http://www.ermes ...
... derived from Sentinel-1A data were derived following a multi-temporal rule-based methodology (Nelson et al., 2014) and subsequently used as masking layer for LAI retrieval. 3 RESULTS Decametric LAI retrievals were obtained over the ...
... derived , T ̧ = T1 + A ( T1 – T1 ) + ∆T $ 1 + ∆T $ 2 S ΔΤ = α ( Τ – Τ ) τ Τ ( 1 - τ . ) 2 ( 3 ) where ai is the regression coefficient , which is 1.40 for CH10.8 and 1.21 for CH11.95 , respectively . ( a ) 0.40 0.35 Fitting line 0.30 ...
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RARQS2017 | 464 |