Y. Kempner, B. Mirkin, I. Muchnik, (1997), Monotone linkage clustering and quasi-concave set functions, Applied Mathematics Letters 10 (4), 19-24,
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Y. Kempner, V.E. Levit, (2003), Correspondence between two antimatroid algorithmic characterizations, The Electronic Journal of Combinatorics, 10(1), #R44,
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Y. Kempner, I. Muchnik , (2008), Quasi-concave functions on meet-semilattices, Discrete Applied Mathematics, 156(4),
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Y. Kempner, V.E. Levit, (2009), Distributive lattice polyhedra, Electronic Notes in Discrete Mathematics, 34,
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Y. Kempner, V.E. Levit, (2010), Duality between quasi-concave functions and monotone linkage functions, Discrete Mathematics, 310(22),
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Y. Kempner, V.E. Levit, (2014), Poly-antimatroid polyhedra, Ars Mathematica Contemporanea,7,
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Y. Kempner, V.E. Levit, (2019), Violator spaces vs closure spaces, European J. of Combinatorics, 80,
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P. Vepakomma, Y. Kempner, (2019), Diverse data selection via combinatorial quasi-concavity of distance covariance: A polynomial time global minimax algorithm , Discrete Applied Mathematics, 265,
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Y. Kempner, V.E. Levit , (2024), Cospanning Characterizations of Violator and Co-violator Spaces, In: Hoffman, F., Holliday, S., Rosen, Z., Shahrokhi, F., Wierman, J. (eds) Combinatorics, Graph Theory and Computing. SEICCGTC 2021. Springer Proceedings in Mathematics & Statistics, vol 448. Springer,
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Y. Kempner, V.E. Levit, (2024), Greedoids and Violator Spaces, Axioms, 13,
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