ON FIXED POINT THEOREMS FOR ORDERED CONTRACTIONS WITH APPLICATIONS

On fixed point theorems for ordered contractions with applications

The purpose of this paper is to prove some fixed point theorems for ordered contractions in partially Inline Water Pump ordered $ b $-metric spaces.We consider several common fixed point and coincidence point results for four mappings in such spaces.The results obtained in this paper significantly extend numerous results in the existing literature.

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Modeling and long-term forecasting of CO2 emissions in Asia: An optimized Artificial Neural Network approach with consideration of renewable energy scenarios

Carbon dioxide (CO2) is one of the most important greenhouse gases (GHGs) that possess a significant role in environmental concerns like climate change and global warming.Understanding and forecasting the future trends of CO2 emissions is crucial for developing effective strategies to mitigate their impact on the environment and achieving global ag

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