Quiver coefficients of Dynkin type

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G. Bobiński and G. Zwara, Normality of orbit closures for Dynkin quivers of type 𝔸 n \mathbb{A}_{n} , Manuscripta Math. 105

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A. S. Buch, On a conjectured formula for quiver varieties , J. Algebraic Combin. 13

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by same author, Stanley symmetric functions and quiver varieties , J. Algebra 235

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by same author, Schubert varieties and representations of Dynkin quivers , Colloq. Math. 94

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G. Zwara, An orbit closure for a representation of the Kronecker quiver with bad singularities , Colloq. Math. 97

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A. S. Buch, A. Kresch, H. Tamvakis, and A. Yong, Schubert polynomials and quiver formulas , Duke Math. J. 122

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by same author, Alternating signs of quiver coefficients , J. Amer. Math. Soc. 18

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by same author, Grothendieck polynomials and quiver formulas , Amer. J. Math. 127

2005

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A. S. Buch, F. Sottile, and A. Yong, Quiver coefficients are Schubert structure constants , Math. Res. Lett. 12

2005

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E. Miller, Alternating formulas for K K -theoretic quiver polynomials , Duke Math. J. 128