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Author ID: flapan.laure Recent zbMATH articles by "Flapan, Laure"
Published as: Flapan, Laure

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 18 times in 14 Documents Cited by Year
Cubic irrationals and periodicity via a family of multi-dimensional continued fraction algorithms. Zbl 1305.11060
Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
6
2014
A generalized family of multidimensional continued fractions: TRIP maps. Zbl 1378.11074
Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
5
2014
Stern sequences for a family of multidimensional continued fractions: TRIP-Stern sequences. Zbl 1420.11054
Amburg, Ilya; Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
2
2017
Chow motives associated to certain algebraic Hecke characters. Zbl 1457.11084
Flapan, Laure; Lang, Jaclyn
2
2018
The geometry of antisymplectic involutions. I. Zbl 1493.14006
Flapan, Laure; Macrì, Emanuele; O’Grady, Kieran G.; Saccà, Giulia
1
2022
On product identities and the Chow rings of holomorphic symplectic varieties. Zbl 1491.14015
Barros, Ignacio; Flapan, Laure; Marian, Alina; Silversmith, Rob
1
2022
Geometry of Schreieder’s varieties and some elliptic and \(K3\) moduli curves. Zbl 1442.14112
Flapan, Laure
1
2020
The geometry of antisymplectic involutions. I. Zbl 1493.14006
Flapan, Laure; Macrì, Emanuele; O’Grady, Kieran G.; Saccà, Giulia
1
2022
On product identities and the Chow rings of holomorphic symplectic varieties. Zbl 1491.14015
Barros, Ignacio; Flapan, Laure; Marian, Alina; Silversmith, Rob
1
2022
Geometry of Schreieder’s varieties and some elliptic and \(K3\) moduli curves. Zbl 1442.14112
Flapan, Laure
1
2020
Chow motives associated to certain algebraic Hecke characters. Zbl 1457.11084
Flapan, Laure; Lang, Jaclyn
2
2018
Stern sequences for a family of multidimensional continued fractions: TRIP-Stern sequences. Zbl 1420.11054
Amburg, Ilya; Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
2
2017
Cubic irrationals and periodicity via a family of multi-dimensional continued fraction algorithms. Zbl 1305.11060
Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
6
2014
A generalized family of multidimensional continued fractions: TRIP maps. Zbl 1378.11074
Dasaratha, Krishna; Flapan, Laure; Garrity, Thomas; Lee, Chansoo; Mihaila, Cornelia; Neumann-Chun, Nicholas; Peluse, Sarah; Stoffregen, Matthew
5
2014

Citations by Year