Modelling annual maximum temperature of India: a distributional approach

A random variable can take very large or very small values known as extreme values. In some instances, the researcher’s interest lies mainly on these extreme values like maximum (or minimum) temperature, maximum (or minimum) amount of precipitations, maximum level of flood water, maximum (or minimum...

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Veröffentlicht in:	Theoretical and applied climatology 2021-08, Vol.145 (3-4), p.979-988
Hauptverfasser:	Gurung, Bishal, Sarkar, Krishna Pada, Singh, K. N., Lama, Achal
Format:	Artikel
Sprache:	eng
Schlagworte:	Analysis Annual temperatures Aquatic Pollution Atmospheric carbon dioxide Atmospheric models Atmospheric Protection/Air Quality Control/Air Pollution Atmospheric Sciences Climate change Climate science Climatic changes Climatic extremes Climatology Distribution Earth and Environmental Science Earth Sciences Extreme values Extreme weather Floodwater Gases Global climate Greenhouse effect Greenhouse gases Heat waves Heatwaves Infestation Kurtosis Maximum temperatures Original Paper Precipitation Random variables Sea level changes Sea level rise Skewness Statistical inference Temperature data Waste Water Technology Water Management Water Pollution Control Wind speed
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