D
Discrete Moment Problems
  1. Boole-Bonferroni Inequalities and Linear Programming, Operations Research 36 (1988) 145-162.
  2. Closed Form Two-Sided Bounds for Probabilities that at Least r and Exactly r out of n Events Occur. Mathematics of Operations Research 14(1989) 317-342. With E. Boros.
  3. Sharp Bounds on Probabilities Using Linear Programming. Operations Research 38 (1990) 227-239.
  4. The Discrete Moment Problem and Linear Programming, Discrete Applied Mathematics 27 (1990) 235-254.
  5. Totally Positive Linear Programming Problems. In: Functional Analysis, Optimization and Mathematical Economics. A collection of papers dedicated to the memory of L.V. Kantorovich (L.J. Leifman, editor). Oxford University Press, New York, Oxford, 1990, 197-207.
  6. Inequalities on Expectations Based on the Knowledge of Multivariate Moments. In: Stochastic Inequalities (M. Shaked, Y.L. Tong, editors). Institute of Mathematical Statistics, Lecture Notes - Monograph Series, Vol. 22, 1992, 309-331.
  7. Bounds on Probabilities and Expectations using Multivariate Moments of Discrete Distributions. Studia Sci. Math. Hungarica 34 (1998) 349-387.
  8. Probability Bounds with Cherry-Trees. Mathematics of Operations Research 26(2001) 174-192. With J. Bukszár.
  9. Discrete Higher Order Convex Functions and their Applications. In: Generalized Convexity and Monotonicity (N. Hadjisavvas, J.E. Martinez-Legaz, J-P. Penot, editors). Lecture Notes in Economics and Mathematical Systems, Springer, 2001, 21-47.
  10. Lower and upper bounds for the probability that at least r and exactly r out of n events occur. Mathematical Inequalities and Applications 5(2002) 315-333. With L. Gao.
  11. On Multivariate Discrete Moment Problems and their Applications to Bounding Expectations and Probabilities. Mathematics of Operations Research 29 (2004) 229-258. With G. Mádi-Nagy.
  12. Bounding the Probability of the Union of Events by the Use of Aggregation and Disaggregation in Linear Programs. Discrete Applied Math. 145(2005) 444-454. With L. Gao.
  13. Bounds on Probability of a Finite Union. Operations Research with Economic and Industrial Applications (S.R. Mohan, S.K. Neogy, editors), Anamaya Publishers, New Delhi, 2005, 77-84. With V. Kumaran.
  14. Sharp Bounds for the Probability of the Union of Events under Unimodality Condition. European Journal of Pure and Applied Mathematics 1(2008) 60-81. With E. Subasi, M. Subasi
  15. Discrete Moment Problems with Distributions Known to be Unimodal. Mathematical Inequalities and Applications 12(2009) 587-610. With E. Subasi and M. Subasi.