Fekadu Tadege Kobe

ORCID: 0000-0002-1570-193X
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About
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Research Areas
  • Climate variability and models
  • COVID-19 epidemiological studies
  • Mathematical and Theoretical Epidemiology and Ecology Models
  • Opinion Dynamics and Social Influence
  • Climate change impacts on agriculture
  • Mosquito-borne diseases and control
  • Solar Radiation and Photovoltaics
  • Soil Moisture and Remote Sensing
  • Hydrology and Drought Analysis
  • Cryospheric studies and observations
  • Climate Change and Sustainable Development
  • Precipitation Measurement and Analysis
  • Rangeland Management and Livestock Ecology

Shandong University
2023

Wachemo University
2020-2023

The ability to produce high-resolution climate maps is crucial for assessing change impacts and mitigating disasters risks in developing countries. Mainstream geostatistical downscaling techniques use spatial interpolation or multi-linear regression models data-scarce regions. Since global evolution a nonlinear process governed by complex physical principles, these linear cannot achieve the desired accuracy. Moreover, utilize different resolution data as model inputs. In this study, we...

10.3390/math11051239 article EN cc-by Mathematics 2023-03-04

Climate change poses a global challenge with profound impacts on diverse aspects of the environment and human society. Understanding these is crucial for formulating effective mitigation strategies. As one most critical threats to sustainable development, climate anticipated affect environment, health, food security, economic activities, natural resources physical infrastructure. This review focuses change, its consequences efforts in Ethiopia. Ethiopia has encountered both variability...

10.1142/s2630534823300014 article EN International Journal of Big Data Mining for Global Warming 2023-12-01

This paper proposes and analyses a basic deterministic mathematical model to investigate Simulation for controlling the spread of malaria Diseases Transmission dynamics. The has seven non-linear differential equations which describe control with two state variables mosquito’s populations five human’s population. To represent classification human population we have included protection treatment compartments SIR epidemic extended it SPITR introduce new modified by adding vaccination...

10.11648/j.pamj.20200906.11 article EN Pure and Applied Mathematics Journal 2020-01-01

This paper proposes and analyses a basic deterministic mathematical model to investigate Modeling Analysis of effect awareness program by media on the spread COVID-19 Pandemic Disease. The has seven non-linear differential equations, which describe effects programs diseases. Analytical study carried out analysis existence stability system, given threshold parameters known as reproduction number, obtained using next generation matrix method. equilibrium COVID 19 models is determined. In...

10.11648/j.mcs.20200505.12 article EN Mathematics and Computer Science 2020-01-01

The occurrence of extreme precipitation events always leads to a mass disasters. In this study, based on daily data from 20 meteorological stations in Ethiopia, we performed detailed analysis patterns and trends ten indices during 1990–2020. Our study revealed that different topographic conditions the Ethiopian Plateau, savanna desert resulted great differences precipitation. Notably, intensity (Rx1day, Rx5day, SDII) amount (R95pTOT) showed significant downward eastern (averagely −1.0...

10.3390/w15223874 article EN Water 2023-11-07

One of the most serious challenges in world is climate change. This study examines variations seasonal and yearly fluctuations extreme temperatures precipitation Ethiopia from 1987 to 2020 using 36 meteorological stations located various climatic zones. The outcomes demonstrated increased trends average annual maximum minimum temperatures, with values 0.094 ∘ C 0.052 C, respectively. Despite falling summer, experienced higher winter than summer. Furthermore, analysis revealed a trend toward...

10.1142/s2630534822500024 article EN International Journal of Big Data Mining for Global Warming 2022-11-15

This paper proposes and analyses a basic deterministic mathematical model to investigate Modeling Analysis of effect awareness program by media on the spread COVID-19 Pandemic Disease. The has four non-linear differential equations, which describe effects programs diseases such as flu been proposed analyzed. In modeling process assumed that disease spreads due contact between susceptible infective only. growth rate influencing population be proportional number individuals. It further, media,...

10.11648/j.ajam.20200804.17 article EN American Journal of Applied Mathematics 2020-08-14
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