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Author ID: wiebe.amy Recent zbMATH articles by "Wiebe, Amy"
Published as: Wiebe, Amy
Documents Indexed: 10 Publications since 2010
Co-Authors: 6 Co-Authors with 10 Joint Publications
137 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

10 Publications have been cited 45 times in 30 Documents Cited by Year
The slack realization space of a polytope. Zbl 1423.52032
Gouveia, João; Macchia, Antonio; Thomas, Rekha R.; Wiebe, Amy
9
2019
Large sets of complex and real equiangular lines. Zbl 1321.51020
Jedwab, Jonathan; Wiebe, Amy
8
2015
Projectively unique polytopes and toric slack ideals. Zbl 1434.52015
Gouveia, João; Macchia, Antonio; Thomas, Rekha R.; Wiebe, Amy
6
2020
A simple construction of complex equiangular lines. Zbl 1329.05054
Jedwab, Jonathan; Wiebe, Amy
5
2015
A new source of seed pairs for Golay sequences of length \(2^m\). Zbl 1228.94031
Fiedler, Frank; Jedwab, Jonathan; Wiebe, Amy
5
2010
The slack realization space of a matroid. Zbl 1420.52017
Brandt, Madeline; Wiebe, Amy
5
2019
Constructions of complex equiangular lines from mutually unbiased bases. Zbl 1339.05039
Jedwab, Jonathan; Wiebe, Amy
3
2016
Slack ideals in Macaulay2. Zbl 1503.52006
Macchia, Antonio; Wiebe, Amy
2
2020
General non-realizability certificates for spheres with linear programming. Zbl 1493.05061
Gouveia, João; Macchia, Antonio; Wiebe, Amy
1
2023
Combining realization space models of polytopes. Zbl 1509.52013
Gouveia, João; Macchia, Antonio; Wiebe, Amy
1
2023
General non-realizability certificates for spheres with linear programming. Zbl 1493.05061
Gouveia, João; Macchia, Antonio; Wiebe, Amy
1
2023
Combining realization space models of polytopes. Zbl 1509.52013
Gouveia, João; Macchia, Antonio; Wiebe, Amy
1
2023
Projectively unique polytopes and toric slack ideals. Zbl 1434.52015
Gouveia, João; Macchia, Antonio; Thomas, Rekha R.; Wiebe, Amy
6
2020
Slack ideals in Macaulay2. Zbl 1503.52006
Macchia, Antonio; Wiebe, Amy
2
2020
The slack realization space of a polytope. Zbl 1423.52032
Gouveia, João; Macchia, Antonio; Thomas, Rekha R.; Wiebe, Amy
9
2019
The slack realization space of a matroid. Zbl 1420.52017
Brandt, Madeline; Wiebe, Amy
5
2019
Constructions of complex equiangular lines from mutually unbiased bases. Zbl 1339.05039
Jedwab, Jonathan; Wiebe, Amy
3
2016
Large sets of complex and real equiangular lines. Zbl 1321.51020
Jedwab, Jonathan; Wiebe, Amy
8
2015
A simple construction of complex equiangular lines. Zbl 1329.05054
Jedwab, Jonathan; Wiebe, Amy
5
2015
A new source of seed pairs for Golay sequences of length \(2^m\). Zbl 1228.94031
Fiedler, Frank; Jedwab, Jonathan; Wiebe, Amy
5
2010

Citations by Year