Statistical modelling at different climatic and environmental scales
Description
Statistical climatology develops original approaches to modelling climatic phenomena, their processes, their uncertainties, etc., based on statistical approaches and probabilistic concepts. This hybrid and relatively recent discipline now represents an undeniable force for understanding climate and environmental variability. In this inherently multidisciplinary context, my research has mainly focused on three interdependent areas: the characterisation and modelling of weather patterns, the development of statistical approaches to regionalization Euros 'downscaling'), and the modelling of extreme events. These areas are associated with different spatial scales and often different temporal scales: weather patterns and their properties provide information on large spatial scales by characterising atmospheric structures several hundred kilometres across, with persistence of several days. Statistical downscaling makes it possible to simulate climatic or meteorological phenomena on very small scales (i.e. very local, e.g. at the level of weather stations) by constraining them with various large-scale information. Extreme events, on the other hand, can be considered both on large spatial scales (e.g. heat waves or droughts) and on much more local scales (e.g. extremely intense rainfall, often brief, which can generate so-called flash floods, must be modelled at high resolutions, e.g. at catchment level, to be relevant. These three areas also provide valuable information for different time horizons: Weather patterns are generally studied for modes of variability in the present climate, but also make it possible to assess their potential changes in the future or since a more or less distant past climate (e.g. the last millennium). Similarly, statistical modelling at high spatial resolution can be used to study processes (continental, atmospheric) in the present climate, but also to make local projections of climate variables, which are necessary for studies and models of the impacts (ecological, hydrological, economic, etc.) of future climate change, or, for example, for model-data comparisons in the context of palaeo-climatic studies. Finally, while studies on contemporary extreme events are relevant for better characterising rare phenomena and better understanding our vulnerability to climate, they must also be deployed to define risk maps (e.g. return level map for a 100-year event, or a 1,000-year event), not only for the present but also and above all in the context of climate change (e.g. for the construction of buildings to protect against extreme climatic events), which is likely to change both the frequency and the intensity of these intense phenomena. Overall, understanding risk (climatic and environmental) and the associated uncertainties requires statistical concepts and estimates of the probabilities of various events. The role of statistical modelling is therefore central. My work provides a natural and operational link between climatology and other fields influenced/impacted by climate, by developing statistical concepts and tools that are made available to the entire climate and impact community
Abstract (French)
La 'climatologie statistique' developpe des approches originales pour la modelisation des phenomenes climatiques, leurs processus, leurs incertitudes, etc., en s'appuyant sur des approches statistiques et des notions probabilistes. Cette discipline, hybride et relativement recente, represente desormais une force indeniable pour la comprehension des variabilites climatiques et environnementales. Dans ce contexte multidisciplinaire par definition, mes recherches se sont principalement concentrees sur trois axes interdependants: la caracterisation et modelisation de regimes de temps, le developpement d'approches statistiques de regionalisation ('descente d'echelle' ou 'downscaling'), et la modelisation d'evenements extremes. Ces axes sont associes a differentes echelles spatiales et souvent differentes echelles temporelles: Les regimes de temps et leurs proprietes fournissent des informations dites a grande echelle spatiale en caracterisant des structures atmospheriques de plusieurs centaines de km, avec des persistances de plusieurs jours. Le downscaling statistique permet de simuler des phenomenes climatiques ou meteorologiques a des echelles tres petites (c.-a.-d., tres locales, par ex., au niveau de stations meteo) en les contraignant par diverses informations a grande echelle. Les evenements extremes, eux, peuvent a la fois etre consideres a de grandes echelles spatiales (par ex., dans le cadre de vagues de chaleurs ou de secheresses) et a des echelles beaucoup plus locales (par ex., les precipitations extremement intenses, souvent breves, pouvant generer des crues dites eclaires, doivent etre modelisees a de hautes resolutions, par ex., au niveau du bassin versant, pour etre pertinentes. Ces trois axes fournissent par ailleurs des informations precieuses a differents horizons temporels: Les regimes de temps sont generalement etudies pour les modes de variabilite du climat present mais permettent aussi d'evaluer leurs evolutions potentielles dans le futur ou depuis un climat passe plus ou moins lointain (par ex., dernier millenaire). De meme, la modelisation statistique a haute resolution spatiale permet des etudes de processus (continentaux, atmospheriques) en climat present mais egalement de realiser des projections locales de variables climatiques necessaires aux etudes et modeles d'impacts (ecologiques, hydrologiques, economiques, etc.) du changement climatique futur, ou par exemple, pour la comparaison modeles-donnees dans un contexte d'etudes paleo-climatiques. Enfin, si les etudes sur les evenements extremes contemporains sont pertinentes pour mieux caracteriser les phenomenes rares et mieux apprehender notre vulnerabilite au climat, celles-ci doivent egalement etre deployees pour definir des cartes de risques (par ex., carte de niveau de retour pour un phenomene centennal, ou millenial), non-seulement a l'actuel mais aussi et surtout en contexte de changement climatique (par ex., pour la construction d'edifices de protection contre les evenements climatiques extremes), susceptible de faire evoluer les frequences mais aussi les intensites de ces phenomenes intenses. De maniere globale, la comprehension du risque (climatique, environnemental) et des incertitudes associees passent par des concepts statistiques et des estimations de probabilites de divers evenements. Le role de la modelisation statistique est donc central. Mon travail permet de faire un lien naturel et operationnel entre climatologie et d'autres domaines influences/impactes par le climat en developpant des concepts et outils statistiques qui sont mis a la disposition de l'ensemble de la communaute climatique et des impactsFiles
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Additional details
Additional titles
- Original title (French)
- Modelisations statistiques a differentes echelles climatiques et environnementales
Publishing Information
- Imprint Pagination
- 140 p.
- Report number
- FRCEA-TH--16777
INIS
- Country of Publication
- France
- Country of Input or Organization
- France
- INIS RN
- 55090656
- Subject category
- S97: MATHEMATICAL METHODS AND COMPUTING; S54: ENVIRONMENTAL SCIENCES;
- Resource subtype / Literary indicator
- Thesis
- Descriptors DEI
- ATMOSPHERIC PRECIPITATIONS; CLIMATE MODELS; CLIMATIC CHANGE; ENVIRONMENT; NEURAL NETWORKS; PERMAFROST; SPATIAL RESOLUTION; STATISTICS; STOCHASTIC PROCESSES
- Descriptors DEC
- MATHEMATICAL MODELS; MATHEMATICS; RESOLUTION
Optional Information
- Notes
- 223 refs.; Available from the INIS Liaison Officer for France, see the INIS website for current contact and E-mail addresses