Abstract

Throughout past centuries our planet has experienced a vast climate change periodically along with the other geographical variations. The ecological diversities that occur over a period of time vary with the effect on its subsidiaries and thereby cause an overall change in its surroundings. The main focus of the work is to relate climate change model considered as in the form of a mathematical expression and also study its effects onto the elements of nature that are eventually affected during a particular event. These parameters are developed in the form of a function which further manifests according to the types of events that are resulting out of it. The current paper works on to facilitate an attempt to form a mathematical model to relate such climatic changes and the parameters affecting it and also relate it to the previously existing similar model. There are further influences of the cesaro summation and later convolutes with the Fejer kernel that links the Fourier condition to manifest the efficiency of this model. Major factors that we focus are the heat change, atmospheric pressure and the humidity change that form the major components of the Fourier series when treated with the Fejer kernel once they are declared under the Cesaro conditions of summation. Rajendra Bapurao Vhatkar | Dr. Vishwajeet S. Goswami"Influence of Cesaro summation and the Fejer Kernel onto the climate change model" Published in International Journal of Trend in Scientific Research and Development (ijtsrd), ISSN: 2456-6470, Volume-2 | Issue-3 , April 2018, URL: http://www.ijtsrd.com/papers/ijtsrd12859.pdf http://www.ijtsrd.com/other-scientific-research-area/enviormental-science/12859/influence-of-cesaro-summation-and-the-fejer-kernel-onto-the-climate-change-model/rajendra-bapurao-vhatkar

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