Trends in Nonlinear Analysis
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Organizer(s): |
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Affiliation:
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Country:
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Olimpio Miyagaki
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UFSCAR
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Brazil
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GUSTAVO MADEIRA
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UFSCAR-UNIVERSIDADE FEDERAL DE SAO CARLOS
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Brazil
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ALANNIO NOBREGA
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UFCG-UNIVERSIDADE FEDERAL DE CAMPINA GRANDE
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Brazil
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Introduction:
| | Partial Differential Equations (PDEs) have been a cornerstone of mathematical research for over three centuries, renowned for their profound impact on modeling complex phenomena across diverse scientific disciplines, including Physics, Economics, and Biology. On the global stage, Nonlinear Analysis has emerged as a fundamental pillar in both applied and theoretical mathematics, driving significant advancements in our understanding of nonlinear systems. Leading research centers worldwide continue to foster interdisciplinary collaborations, accelerating innovation and the development of cutting-edge methodologies to tackle intricate mathematical challenges.
Bringing together experts in Nonlinear Analysis and PDEs is not only vital for pushing the frontiers of theoretical and applied mathematics but also for strengthening international cooperation and cultivating the next generation of researchers. In an increasingly interconnected world that depends on sophisticated scientific solutions, such initiatives are crucial to sustaining progress, expanding knowledge, and enhancing the real-world applicability of mathematical discoveries.
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