Biography

Prof. Rao Li

Department of Computer Science, Engineering, and Mathematics, University of South Carolina Aiken, USA

Professor


Email: [email protected]


Qualifications

1999  Ph.D. (mathematical science focusing on graph theory), University of Memphis, USA
1999  M.S. (mathematical science focusing on computer science), University of Memphis, USA

Publications (Selected)

  1. R. Li, Largest and smallest eigenvalues of matrices and some Hamiltonian properties of graphs, Contributions to Mathematics, 10 (2024), 34–39
  2. R. Li, The general first Zagreb index conditions for Hamiltonian and traceable graphs, Discrete Mathematics Letters, 14 (2024), 31-35.
  3. R. Li, The Largest Eigenvalue Conditions for Hamiltonian and Traceable Graphs, Discrete Mathematics Letters 12(2023), 50-53.
  4. R. Li, J. Deka, and K. Deka, An Algorithm for the Longest Common Subsequence and Substring Problem, Journal of Mathematics and Informatics 25 (2023), 77-81.
  5. G. Ao, R. Liu, J. Yuan, and R. Li, Improved Sufficient Conditions for k-Leaf-Connected Graphs, Discrete Applied Mathematics 314 (2022), 17-30.
  6. R. Liu, H. Lai, and R. Li, Hamiltonian s-Properties and Eigenvalues of k-Connected Graphs, Discrete Mathematics 345 (2022), 11277.
  7. R. Li, On the Pancyclicity of 1-Tough Graphs, Discrete Mathematics Letters 5(2021), 1-4.
  8. R. Li, The Clique Number and Some Hamiltonian Properties of Graphs, Contributions to Mathematics 4 (2021), 20-22.
  9. R. Li, A Degree Sum Condition for Hamiltonian Graphs, Electron. J. Math. 1 (2021), 85-88.
  10. R. Li, Chromatic Number and Hamiltonicity of Graphs, Journal of Combinatorial Mathematics and Combinatorial Computing 113 (2020),   253-257.
  11. R. Li, The Matching Number and Hamiltonicity of Graphs, AKCE International Journal of Graphs and Combinatorics 17(2020), 1094-1095.
  12. R. Li, Domination Number and Hamiltonicity of Graphs, Journal of Combinatorial Mathematics and Combinatorial Computing 111 (2019), 279-282.
  13. R. Li, The Largest Eigenvalue and Some Hamiltonian Properties of Graphs, Electronic Journal of Linear Algebra 34(2018), 389-392.
  14. R. Li, Harary Index and Some Hamiltonian Properties of Graphs, AKCE International Journal of Graphs and Combinatorics 12(2015), 64-69.
  15. R. Li, Finding Hamiltonian Cycles in {Quasi-Claw, K1, 5, K1, 5 + e}-Free Graphs with Bounded Dilworth Numbers, Discrete Mathematics 309(2009), 2555-2558.
  16. R. Li, A New Sufficient Condition for Hamiltonicity of Graphs, Information Processing Letters , 98 (2006), 159-161.
  17. R. Li and R. H. Schelp, Every 3-Connected Distanace Claw-Free Graph is Hamilton-Connected, Discrete Mathematics 268 (2003), 185-197.
  18. R. Li, A. Saito and R. H. Schelp, Relative Length of Longest Paths and Cycles in 3-Connected Graphs, Journal of Graph Theory 37 (2001), 137-157.
  19. R. Li, A Fan-Type Condition for Claw-Free Graphs to Be Hamiltonian, Discrete Mathematics 219 (2000), 195-205.
  20. D. Bauer, H. J. Broersma, H. J. Veldman, and R. Li, A Generalization of a Result of Haggkvist and Nicoghossian, Journal of Combinatorial Theory (Series B) 2(1989), 237-243.

Profile Details

https://sciences.usca.edu/math/~mathdept/rli/


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