Sohan Lal
Papers
1
Total Citations
11
H-Index
1
About
Sohan Lal is a rising figure in graph theory, whose work focuses on the intersection of domination, metric dimension, and graph invariants. His research explores how these abstract structural properties can be used to analyze and characterize complex networks, with applications ranging from network design to chemical graph theory. Lal’s most-cited paper, “On the dominant local metric dimension of some planar graphs” (2022, 11 citations), introduces the concept of dominant local metric dimension (DLMD)—a novel invariant that merges the ideas of domination and local metric dimension. This work provides a powerful new tool for understanding graph structures, particularly in planar graphs, and has already garnered attention for its potential in network analysis and optimization. By advancing the study of graph invariants, Lal is contributing to a foundational area of mathematics with broad implications for computer science and engineering. His research continues to push the boundaries of how we model and solve real-world problems through abstract graph theory.
Research Focus
Key Achievements
Top Papers
- 1On the dominant local metric dimension of some planar graphs11 citations · 2022