most citedTotal variation vs L1 regularization: a comparison of compressive sensing optimization methods for chemical detection

1 citations · 1 across the 4 of their papers we have counts for

collaborators

8 papers

eess.IV2019

More chemical detection through less sampling: amplifying chemical signals in hyperspectral data cubes through compressive sensing

Henry Kvinge, Elin Farnell, Julia R. Dupuis +3

Compressive sensing (CS) is a method of sampling which permits some classes of signals to be reconstructed with high accuracy even when they were under-sampled. In this paper we ex…

eess.IV20191 cited

Total variation vs L1 regularization: a comparison of compressive sensing optimization methods for chemical detection

Elin Farnell, Henry Kvinge, Julia R. Dupuis +3

One of the fundamental assumptions of compressive sensing (CS) is that a signal can be reconstructed from a small number of samples by solving an optimization problem with the appr…

eess.SP2019

A data-driven approach to sampling matrix selection for compressive sensing

Elin Farnell, Henry Kvinge, John P. Dixon +5

Sampling is a fundamental aspect of any implementation of compressive sensing. Typically, the choice of sampling method is guided by the reconstruction basis. However, this approac…

cs.LG2019

Rare geometries: revealing rare categories via dimension-driven statistics

Henry Kvinge, Elin Farnell, Jingya Li +1

In many situations, classes of data points of primary interest also happen to be those that are least numerous. A well-known example is detection of fraudulent transactions among t…

cs.LG2018

Monitoring the shape of weather, soundscapes, and dynamical systems: a new statistic for dimension-driven data analysis on large data sets

Henry Kvinge, Elin Farnell, Michael Kirby +1

Dimensionality-reduction methods are a fundamental tool in the analysis of large data sets. These algorithms work on the assumption that the "intrinsic dimension" of the data is ge…

cs.CV2018

Too many secants: a hierarchical approach to secant-based dimensionality reduction on large data sets

Henry Kvinge, Elin Farnell, Michael Kirby +1

A fundamental question in many data analysis settings is the problem of discerning the "natural" dimension of a data set. That is, when a data set is drawn from a manifold (possibl…