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<CreaDate>20251218</CreaDate>
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<idPurp>This USFS Forest Inventory &amp; Analysis image service depicts total forest carbon (tons per pixel) for CONUS circa the period 2014-2018.</idPurp>
<idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;The Total Forest Carbon 2018 map was developed by Forest Service scientists using data from FIA plots measured between 2014-2018, in conjunction with remote sensing data. Map units portray total forest carbon in short tons per pixel. More info is available here - https://usfs.maps.arcgis.com/home/item.html?id=bd3c2c1ba3844ebabd8df6d1c4932387 &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;This image service was developed using data from over 213,000 national forest inventory plots measured during the period 2014-2018 from the USFS Forest Inventory and Analysis (FIA) program, in conjunction with other auxiliary information. Roughly 4,900 Landsat 8 OLI scenes, collected during the same time period, were processed to extract information about vegetation phenology. This information, along with climatic and topographic raster data, were used in an ecological ordination model of tree species. The model produced a feature space of ecological gradients that was then used to impute FIA plots to pixels. The plots imputed to each pixel were then used to assign values (tons per pixel) for total forest carbon.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Carbon Pools can be found - https://usfs.maps.arcgis.com/home/item.html?id=4a604935bdce4a6eb77a967fab47ddff&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idCredit>Wilson, Barry T.; Knight, Joseph F.; McRoberts, Ronald E. 2018. Harmonic regression of Landsat time series for modeling attributes from national forest inventory data. ISPRS Journal of Photogrammetry and Remote Sensing. 137: 29-46.
Wilson, Barry Tyler; Woodall, Christopher W.; Griffith, Douglas M. 2013. Imputing forest carbon stock estimates from inventory plots to a nationally continuous coverage. Carbon Balance and Management. 8:1. doi:10.1186/1750-0680-8-1
Wilson, B. Tyler; Lister, Andrew J.; Riemann, Rachel I. 2012. A nearest-neighbor imputation approach to mapping tree species over large areas using forest inventory plots and moderate resolution raster data. Forest Ecology and Management. 271: 182-198.
Ohmann, Janet L.; Gregory, Matthew J. 2002. Predictive mapping of forest composition and structure with direct gradient analysis and nearest neighbor imputation in coastal Oregon, U.S.A. Canadian Journal of Forest Research. 32: 725-741</idCredit>
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<resTitle>USFS_CRV_Carbon_TotalForestCarbon2018</resTitle>
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<useLimit>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;The USDA Forest Service makes no warranty, expressed or implied, including the warranties of merchantability and fitness for a particular purpose, nor assumes any legal liability or responsibility for the accuracy, reliability, completeness or utility of these geospatial data, or for the improper or incorrect use of these geospatial data. These geospatial data and related maps or graphics are not legal documents and are not intended to be used as such. The data and maps may not be used to determine title, ownership, legal descriptions or boundaries, legal jurisdiction, or restrictions that may be in place on either public or private land. Natural hazards may or may not be depicted on the data and maps, and land users should exercise due caution. The data are dynamic and may change over time. The user is responsible to verify the limitations of the geospatial data and to use the data accordingly.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
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