Faiza Jamil

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About

Faiza Jamil is a mathematician whose research lies at the intersection of graph theory, network science, and discrete mathematics. Her primary focus is on developing fractional versions of metric-based network invariants, particularly the local fractional strong metric dimension of complex and rotationally symmetric planar networks. By extending classical distance-based parameters into fractional domains, Jamil has significantly broadened the applicability of these invariants to real-world problems. Her work provides powerful tools for optimizing robot navigation, enhancing sensor networking, and solving linear and integer programming challenges, with additional implications for image processing, scheduling, and assignment problems. Jamil’s most-cited paper, "Local Fractional Strong Metric Dimension of Certain Rotationally Symmetric Planer Networks" (2021), has garnered 4 citations, while her subsequent study on complex networks (2023) has already attracted 2 citations. Her research is particularly notable for tackling complex networks—structures that exhibit exceptional topological features and represent a quintessential frontier in modern network science. Through her innovative fractional approach, Faiza Jamil is making impactful contributions that bridge theoretical mathematics with practical applications in intelligent systems and computer science.