Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco

An original procedure and a new mathematical technique have been developed which allowed us to obtain more reliable climatic reconstructions than with prior methods. They have been tested for different sites in Switzerland and Morocco. First, cores that were too short and cores that were not coheren...

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Main Authors: Guiot, J., Berger, A. L., Munaut, A. V., Till, Cl.
Other Authors: Institut d'Astronomie et de Géophysique
Language:en_US
Published: Tree-Ring Society 1982
Subjects:
Online Access:http://hdl.handle.net/10150/261139
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spelling ndltd-arizona.edu-oai-arizona.openrepository.com-10150-2611392015-10-23T04:58:25Z Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco Guiot, J. Berger, A. L. Munaut, A. V. Till, Cl. Institut d'Astronomie et de Géophysique Laboratoire de Palynologie et Phytosociologie, Université Catholique de Louvain Dendrochronology Tree Rings Dendroclimatology An original procedure and a new mathematical technique have been developed which allowed us to obtain more reliable climatic reconstructions than with prior methods. They have been tested for different sites in Switzerland and Morocco. First, cores that were too short and cores that were not coherent enough with others were excluded, using cross-spectral analysis. Second, detrending and master chronologies were calculated. Three methods were compared: polynomial, high-pass filter, and spline indexing. An optimal detrending was obtained through comparison with climate, but there seems to be no general rule for it. More reliable and longer climatic reconstructions are made possible. A response functions technique in three steps is presented: regression after extracting principal components on monthly climatic parameters, on seasonal parameters, and on more biological parameters such as potential evapotranspiration, multiple spectral regression introducing frequency domain. This procedure provides a more complete and more dynamic view of tree growth. The transfer function method and its verification are illustrated for different sites in Morocco: three climatic parameters in Tetouan (February, May, and June temperatures) and one in Marrakech (May temperature) have been successfully reconstructed. These reconstructions are confirmed by different verifications. 1982 Article Guiot, J., Berger, A.L., Munaut, A.V., Till, Cl. 1982. Some new mathematical procedures in dendroclimatology, with examples from Switzerland and Morocco. Tree-Ring Bulletin 42:33-48. 0041-2198 http://hdl.handle.net/10150/261139 Tree-Ring Bulletin en_US http://www.treeringsociety.org Copyright © Tree-Ring Society. All rights reserved. Tree-Ring Society
collection NDLTD
language en_US
sources NDLTD
topic Dendrochronology
Tree Rings
Dendroclimatology
spellingShingle Dendrochronology
Tree Rings
Dendroclimatology
Guiot, J.
Berger, A. L.
Munaut, A. V.
Till, Cl.
Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
description An original procedure and a new mathematical technique have been developed which allowed us to obtain more reliable climatic reconstructions than with prior methods. They have been tested for different sites in Switzerland and Morocco. First, cores that were too short and cores that were not coherent enough with others were excluded, using cross-spectral analysis. Second, detrending and master chronologies were calculated. Three methods were compared: polynomial, high-pass filter, and spline indexing. An optimal detrending was obtained through comparison with climate, but there seems to be no general rule for it. More reliable and longer climatic reconstructions are made possible. A response functions technique in three steps is presented: regression after extracting principal components on monthly climatic parameters, on seasonal parameters, and on more biological parameters such as potential evapotranspiration, multiple spectral regression introducing frequency domain. This procedure provides a more complete and more dynamic view of tree growth. The transfer function method and its verification are illustrated for different sites in Morocco: three climatic parameters in Tetouan (February, May, and June temperatures) and one in Marrakech (May temperature) have been successfully reconstructed. These reconstructions are confirmed by different verifications.
author2 Institut d'Astronomie et de Géophysique
author_facet Institut d'Astronomie et de Géophysique
Guiot, J.
Berger, A. L.
Munaut, A. V.
Till, Cl.
author Guiot, J.
Berger, A. L.
Munaut, A. V.
Till, Cl.
author_sort Guiot, J.
title Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
title_short Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
title_full Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
title_fullStr Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
title_full_unstemmed Some New Mathematical Procedures in Dendroclimatology, with Examples from Switzerland and Morocco
title_sort some new mathematical procedures in dendroclimatology, with examples from switzerland and morocco
publisher Tree-Ring Society
publishDate 1982
url http://hdl.handle.net/10150/261139
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