Fuzzy Horizon: Unveiling the Fog of Uncertainty with Cognitive Cartography and Fuzzy Logic Fusion

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Abstract

Navigating complex environments often involves dealing with uncertainty and imprecision, which traditional deterministic methods struggle to address effectively. Cognitive cartography, a conceptual framework rooted in human cognitive processes, provides a structured way to map and interpret these uncertainties. By integrating cognitive cartography with fuzzy logic, we can create models that better reflect the ambiguous and nuanced nature of real-world scenarios. This combined approach offers a robust methodology for decision-making, particularly in situations where information is incomplete or unclear. The fusion of cognitive cartography and fuzzy logic brings together the strengths of both approaches, enhancing the capacity to manage and interpret complex data. Cognitive cartography organizes information in a way that mirrors human cognitive structures, providing a clear visualization of the decision landscape. Fuzzy logic, on the other hand, introduces flexibility by allowing the model to handle the vagueness and ambiguity inherent in many real-world situations. This integration leads to more adaptable and responsive systems, particularly useful in fields like artificial intelligence, risk management, and strategic planning. This interdisciplinary approach not only advances our ability to deal with uncertainty but also aligns closely with human reasoning patterns. By combining cognitive cartography with fuzzy logic, we can develop more resilient and intuitive decision-making systems. This fusion represents a significant leap forward in the study of uncertainty and decision sciences, offering a new perspective on how to effectively manage and interpret complex, uncertain environments.

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Pokkuluri, K. S., Sharmila Kumari, S., Sivakumar, T. B., Dwivedi, V. K., Wategaonkar, S. R., Balaram, A., & Anantraj, I. (2024). Fuzzy Horizon: Unveiling the Fog of Uncertainty with Cognitive Cartography and Fuzzy Logic Fusion. Communications on Applied Nonlinear Analysis, 31(8S), 128–146. https://doi.org/10.52783/cana.v31.1461

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