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Vassilevska, Williams Virginia

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vassilevska.williams-virginia Recent zbMATH articles by "Vassilevska, Williams Virginia"
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Vassilevska, Williams Virginia
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9 Publications since 2018

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Citations contained in zbMATH Open

6 Publications have been cited 25 times in 24 Documents Cited by Year
Monochromatic triangles, intermediate matrix products, and convolutions. Zbl 07650401
Lincoln, Andrea; Polak, Adam; Vassilevska, Williams Virginia
12
2020
Fine-grained I/O complexity via reductions: new lower bounds, faster algorithms, and a time hierarchy. Zbl 1462.68079
Demaine, Erik D.; Lincoln, Andrea; Liu, Quanquan C.; Lynch, Jayson; Vassilevska, Williams Virginia
4
2018
On diameter approximation in directed graphs. Zbl 07961847
Abboud, Amir; Dalirrooyfard, Mina; Li, Ray; Vassilevska, Williams Virginia
3
2023
New additive approximations for shortest paths and cycles. Zbl 07870260
Deng, Mingyang; Kirkpatrick, Yael; Rong, Victor; Vassilevska, Williams Virginia; Zhong, Ziqian
3
2022
OV graphs are (Probably) hard instances. Zbl 07650431
Alman, Josh; Vassilevska, Williams Virginia
2
2020
Listing, verifying and counting lowest common ancestors in DAGs: Algorithms and fine-grained lower bounds. Zbl 07870304
Mathialagan, Surya; Vassilevska, Williams Virginia; Xu, Yinzhan
1
2022
On diameter approximation in directed graphs. Zbl 07961847
Abboud, Amir; Dalirrooyfard, Mina; Li, Ray; Vassilevska, Williams Virginia
3
2023
New additive approximations for shortest paths and cycles. Zbl 07870260
Deng, Mingyang; Kirkpatrick, Yael; Rong, Victor; Vassilevska, Williams Virginia; Zhong, Ziqian
3
2022
Listing, verifying and counting lowest common ancestors in DAGs: Algorithms and fine-grained lower bounds. Zbl 07870304
Mathialagan, Surya; Vassilevska, Williams Virginia; Xu, Yinzhan
1
2022
Monochromatic triangles, intermediate matrix products, and convolutions. Zbl 07650401
Lincoln, Andrea; Polak, Adam; Vassilevska, Williams Virginia
12
2020
OV graphs are (Probably) hard instances. Zbl 07650431
Alman, Josh; Vassilevska, Williams Virginia
2
2020
Fine-grained I/O complexity via reductions: new lower bounds, faster algorithms, and a time hierarchy. Zbl 1462.68079
Demaine, Erik D.; Lincoln, Andrea; Liu, Quanquan C.; Lynch, Jayson; Vassilevska, Williams Virginia
4
2018

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