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Olga Azenhas
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AZENHAS, Olga, MAMEDE, Ricardo (2018). A classification of monotone ribbons with full Schur support with application to the classification of full equivalence classes. DMUC 18-56 Preprint.
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TERADA, I., KING, R. C., AZENHAS, Olga (2018). The symmetry of Littlewood-Richardson coefficients: a new hive model involutory bijection. SIAM Journal on Discrete Mathematics. Vol. 32. 4, pp. 2850-2899.
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TERADA, I., KING, R. C., AZENHAS, Olga (2017). Involutory LR symmetry bijection on hives. DMUC 17-55 Preprint.
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AZENHAS, Olga (2017). Skew RSK and coincidence of Littlewood-Richardson commutors. DMUC 17-46 Preprint.
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AZENHAS, Olga, KING, R. C., TERADA, I. (2016). The involutive nature of the Littlewood-Richardson commutativity bijection. DMUC 16-07 Preprint.
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AZENHAS, Olga, EMAMI, Aram (2015). An analogue of the Robinson-Schensted-Knuth correspondence and non-symmetric Cauchy kernels for truncated staircases. European Journal of Combinatorics. Vol. 46, pp. 16-44.
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AZENHAS, Olga, EMAMI, Aram (2015). Growth diagrams and non-symmetric Cauchy identities on NW (SE) near staircases.
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AZENHAS, Olga, EMAMI, Aram (2014). NW-SE expansions of non-symmetric Cauchy kernels of near staircases and growth diagrams. DMUC 14-42 Preprint.
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AZENHAS, Olga, EMAMI, Aram (2014). Growth diagrams and non-symmetric Cauchy identities on NW or SE near staircases. DMUC 14-14 Preprint.
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AZENHAS, Olga, EMAMI, Aram (2013). An analogue of the Robinson-Schensted-Knuth correspondence and non-symmetric Cauchy kernels for truncated staircases. DMUC 13-37 Preprint.
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