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研究業績一覧 (9件)
論文
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Cristian Lenart,
Satoshi Naito,
Fumihiko Nomoto,
Daisuke Sagaki.
Symmetric and nonsymmetric Macdonald polynomials via a path model with a pseudo-crystal structure,
Contemporary Mathematics,
American Mathematical Society,
Vol. 815,
pp. 25--57,
Mar. 2025.
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Toshiaki Maeno,
Satoshi Naito,
Daisuke Sagaki.
A presentation of the torus-equivariant quantum K-theory ring of flag manifolds of type A, Part I: The defining ideal,
Journal of the London Mathematical Society,
Wiley,
Vol. 111,
No. 3,
Paper No. e70095,
Mar. 2025.
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Satoshi Naito,
Daisuke Sagaki.
Pieri-type multiplication formula for quantum Grothendieck polynomials,
Advances in Mathematics,
Elsevier Inc.,
Vol. 460,
Paper No. 110051,
Jan. 2025.
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Toshiaki Maeno,
Satoshi Naito,
Daisuke Sagaki.
A presentation of the torus-equivariant quantum K-theory ring of flag manifolds of type A, Part II: quantum double Grothendieck polynomials,
Forum of Mathematics, Sigma,
Cambridge Univ. Press,
Vol. 13,
Paper No. e19,
Jan. 2025.
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Takafumi Kouno,
Cristian Lenart,
Satoshi Naito,
Daisuke Sagaki.
Quantum K-theory Chevalley formulas in the parabolic case,
Journal of Algebra,
Elsevier Inc.,
Vol. 645,
pp. 1--53,
May 2024.
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Cristian Lenart,
Satoshi Naito,
Daisuke Sagaki.
A general Chevalley formula for semi-infinite flag manifolds and quantum K-theory,
Selecta Mathematica (New Sries),
Springer Nature,
Vol. 30,
no. 3,
Paper No. 39,
Mar. 2024.
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Cristian Lenart,
Satoshi Naito,
Daniel Orr,
Daisuke Sagaki.
Inverse K-Chevalley formulas for semi-infinite flag manifolds, II: Arbitrary weights in ADE type,
Advances in Mathematics,
Elsevier Inc.,
Vol. 423,
June 2023.
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Takafumi Kouno,
Satoshi Naito,
Daisuke Sagaki.
Chevalley formula for anti-dominant minuscule fundamental weights in the equivariant K-group of partial flag manifolds,
J. Combin. Theory Ser. A,
Elsevier Inc.,
Vol. 192,
Nov. 2022.
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Satoshi Naito,
Daniel Orr,
Daisuke Sagaki.
Chevalley formula for anti-dominant weights in the equivariant K-theory of semi-infinite flag manifolds,
Adv. Math.,
Elsevier Inc.,
Vol. 387,
Paper No. 107828,
Aug. 2021.
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