Hasmawati Hasmawati

Papers

Total Citations

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About

Hasmawati Hasmawati is a mathematician whose research centers on graph theory, particularly the study of graph partitions and their applications in fields like chemistry, robotics, and network design. Her most-cited work, "Partition Dimension of Complete Multipartite Graph" (2020, 7 citations), makes a significant contribution by determining the resolving partition of complete multipartite graphs—a problem with practical implications for censor design, compound classification, and internet navigation. In this paper, she defines the distance between vertices and uses ordered partitions to compute representations, advancing the theoretical understanding of graph metrics. While her citation count is modest, her work is foundational for researchers exploring resolving partitions and their real-world uses. Hasmawati’s focus on multipartite structures highlights her ability to tackle complex combinatorial problems, offering insights that bridge pure mathematics and applied science. Her research continues to inspire students and scholars in discrete mathematics, emphasizing the power of graph theory to solve practical challenges.