most citedTight Kernel Query Complexity of Kernel Ridge Regression and Kernel -means Clustering

2 citations · 2 across the 4 of their papers we have counts for

collaborators

6 papers

cs.DS2021

Improved Algorithms for Low Rank Approximation from Sparsity

David P. Woodruff, Taisuke Yasuda

We overcome two major bottlenecks in the study of low rank approximation by assuming the low rank factors themselves are sparse. Specifically, (1) for low rank approximation with s…

cs.DS2021

Exponentially Improved Dimensionality Reduction for : Subspace Embeddings and Independence Testing

Yi Li, David P. Woodruff, Taisuke Yasuda

Despite many applications, dimensionality reduction in the -norm is much less understood than in the Euclidean norm. We give two new oblivious dimensionality reduction tech…

cs.DS2019

Graph Spanners in the Message-Passing Model

Manuel Fernandez, David P. Woodruff, Taisuke Yasuda

Graph spanners are sparse subgraphs which approximately preserve all pairwise shortest-path distances in an input graph. The notion of approximation can be additive, multiplicative…

cs.DS2019

The Query Complexity of Mastermind with Distances

Manuel Fernandez, David P. Woodruff, Taisuke Yasuda

Consider a variant of the Mastermind game in which queries are distances, rather than the usual Hamming distance. That is, a codemaker chooses a hidden vector $\mathbf{y}\…

cs.DS20192 cited

Tight Kernel Query Complexity of Kernel Ridge Regression and Kernel -means Clustering

Manuel Fernandez, David P. Woodruff, Taisuke Yasuda

We present tight lower bounds on the number of kernel evaluations required to approximately solve kernel ridge regression (KRR) and kernel -means clustering (KKMC) on input…

math.AP2019

The nonlinear stability regime of the viscous Faraday wave problem

David Altizio, Ian Tice, Xinyu Wu +1

This paper concerns the dynamics of a layer of incompressible viscous fluid lying above a vertically oscillating rigid plane and with an upper boundary given by a free surface. We…