Other Publications

Articles in Books

  1. R.W. Eglese & A.N. Letchford: Arc routing problems. To appear in P.M. Pardalos & O. Prokopyev (eds.) Encyclopedia of Optimization (3rd edn). Springer.
  2. A.N. Letchford (2022) The Boolean quadric polytope. In A.P. Punnen (ed.) The Quadratic Unconstrained Binary Optimization Problem: Theory, Algorithms and Applications, pp. 97–120. Cham: Springer.
  3. A.N. Letchford, Q. Ni & Z. Zhong (2018) A heuristic for maximising energy efficiency in OFDMA systems with QoS constraints. In J. Lee, G. Rinaldi & A.R. Mahjoub (eds.) Combinatorial Optimization: 5th International Symposium, pp. 303–312. Lecture Notes in Computer Science, vol. 10856. Berlin: Springer. (PDF)
  4. A.N. Letchford, F. Marzi, F. Rossi & S. Smriglio (2016) Strengthening Chvátal-Gomory cuts for the stable set problem. In R. Cerulli, S. Fujishige & A.R. Mahjoub (eds.), Combinatorial Optimization: 4th International Symposium, pp. 201–212. Lecture Notes in Computer Science, vol. 9849. Berlin: Springer. (PDF) © Springer.
  5. L. Galli, K. Kaparis & A.N. Letchford (2012) Gap inequalities for the max-cut problem: a cutting-plane algorithm. In A.R. Mahjoub, V. Markakis, I. Milis & V.T. Paschos (eds.) Combinatorial Optimization: 2nd International Symposium, pp. 178–188. Lecture Notes in Computer Science, vol. 7422. Berlin: Springer. (PDF) © Springer.
  6. M. Giandomenico, A.N. Letchford, F. Rossi & S. Smriglio (2011) A new approach to the stable set problem based on ellipsoids. In O. Günlük & G.J. Woeginger (eds.) Integer Programming and Combinatorial Optimization XV, pp. 223–234. Lecture Notes in Computer Science, vol. 6655. Heidelberg: Springer. (PDF) © Springer.
  7. K. Kaparis & A.N. Letchford (2010) Cover inequalities. In J.J. Cochran et al. (eds.) Encyclopedia of Operations Research and Management Science, vol. 2, pp. 1074–1080. New York: Wiley. (PDF) © Wiley
  8. A.N. Letchford & A. Lodi (2010) Mathematical programming approaches to the traveling salesman problem. In J.J. Cochran et al. (eds.) Encyclopedia of Operations Research and Management Science, vol. 5, pp. 3125–3132. New York: Wiley. (PDF) © Wiley.
  9. A.N. Letchford (2010) Integer quadratic quasi-polyhedra. In F. Eisenbrand & B. Shepherd (eds.) Integer Programming and Combinatorial Optimization XIV, pp. 258–270. Lecture Notes in Computer Science, vol. 6080. Berlin: Springer. (PDF) © Springer.
  10. R.W. Eglese & A.N. Letchford (2009) The general routing problem. In C.H. Floudas & P.M. Pardalos (eds.) Encyclopedia of Optimization (2nd edn), pp. 1252–1254. Boston, MA: Springer. (PDF) © Springer.
  11. A.N. Letchford & M.M. Sørensen (2008) Binary positive semidefinite matrices and associated integer polytopes. In A. Lodi, A. Panconesi & G. Rinaldi (eds.) Integer Programming and Combinatorial Optimization XIII, pp. 125–139. Lecture Notes in Computer Science, vol. 5035. Berlin: Springer. (PDF) © Springer.
  12. A.N. Letchford, G. Reinelt & D.O. Theis (2004) A faster exact separation algorithm for blossom inequalities. In G. Nemhauser & D. Bienstock (eds.) Integer Programming and Combinatorial Optimization X, pp. 196–205. Lecture Notes in Computer Science, vol. 3064. Berlin: Springer. (PDF)
  13. A.N. Letchford & A. Lodi (2003) An augment-and-branch-and-cut framework for mixed 0-1 programming. In M. Jünger, G. Reinelt & G. Rinaldi (eds.) Combinatorial Optimization: Eureka, You Shrink!, pp. 119–133. Lecture Notes in Computer Science, vol. 2570. Berlin: Springer. (PDF) © Springer.
  14. A.N. Letchford & A. Lodi (2002) Polynomial-time separation of simple comb inequalities. In W.J. Cook & A.S. Schulz (eds.) Integer Programming and Combinatorial Optimization IX, pp. 93–108. Lecture Notes in Computer Science, vol. 2337. Berlin: Springer. (PDF) © Springer.
  15. R.W. Eglese & A.N. Letchford (2001) The general routing problem. In C.H. Floudas & P.M. Pardalos (eds.) Encyclopedia of Optimization, pp. 746–747. Dordrecht: Kluwer. (PDF) © Springer.
  16. R.W. Eglese & A.N. Letchford (2000) Polyhedral theory for arc routing problems. In M. Dror (ed.) Arc Routing: Theory, Solutions and Applications, pp. 199–230. Dordrecht: Kluwer. (PDF) © Springer.
  17. A. Caprara, M. Fischetti & A.N. Letchford (1999) On the separation of maximally violated mod-k cuts. In G. Cornuéjols, R.E. Burkard & G.J. Woeginger (eds.) Integer Programming and Combinatorial Optimization VII, pp. 87–98. Lecture Notes in Computer Science, vol. 1610. Berlin: Springer. (PDF)

Editorials

Book Reviews

Mathematical Reviews

Miscellaneous

PhD Thesis:

Polyhedral Results for Some Constrained Arc-Routing Problems.

Awarded at Lancaster University on 31st January 1997. Examines integer programming formulations, valid inequalities and algorithms for four 'Arc Routing Problems'. (PDF)

Last update: January 2024.

Back to home page.

Adam N. Letchford