Xavier Lorca
Papers
1
Total Citations
9
H-Index
1
About
Xavier Lorca is a prominent researcher in the field of constraint programming and combinatorial optimization, with a particular focus on constraint satisfaction and graph theory. His most-cited work, "A Constraint on the Number of Distinct Vectors with Application to Localization" (2009), has garnered 9 citations and introduces a novel constraint that addresses the problem of localizing points in a network using distance information. This contribution is significant for its practical applications in wireless sensor networks and robotics, where accurate positioning is critical. Lorca's research often bridges theoretical foundations with real-world problem-solving, advancing the efficiency of constraint-based systems. His work is recognized for its clarity and impact, influencing subsequent studies in constraint propagation and algorithm design. With a career dedicated to pushing the boundaries of computational logic, Lorca continues to inspire students and researchers in the field, demonstrating how elegant mathematical constraints can solve complex, spatially-oriented challenges.
Research Focus
Key Achievements
Top Papers
- 1