activity
20112023
most citedHigh-dimensional change-point detection with sparse alternatives

22 citations · 27 across the 5 of their papers we have counts for

collaborators

6 papers

math.ST2023

Change point detection in low-rank VAR processes

Farida Enikeeva, Olga Klopp, Mathilde Rousselot

Vector autoregressive (VAR) models are widely used in multivariate time series analysis for describing the short-time dynamics of the data. The reduced-rank VAR models are of parti…

math.ST2021★ 5 cited

Change-Point Detection in Dynamic Networks with Missing Links

Farida Enikeeva, Olga Klopp

Structural changes occur in dynamic networks quite frequently and its detection is an important question in many situations such as fraud detection or cybersecurity. Real-life netw…

math.ST2019

Bump detection in the presence of dependency: Does it ease or does it load?

Farida Enikeeva, Axel Munk, Markus Pohlmann +1

We provide the asymptotic minimax detection boundary for a bump, i.e. an abrupt change, in the mean function of a stationary Gaussian process. This will be characterized in terms o…

math.ST2015

Bump detection in heterogeneous Gaussian regression

Farida Enikeeva, Axel Munk, Frank Werner

We analyze the effect of a heterogeneous variance on bump detection in a Gaussian regression model. To this end we allow for a simultaneous bump in the variance and specify its imp…

math.ST2013★ 22 cited

High-dimensional change-point detection with sparse alternatives

Farida Enikeeva, Zaid Harchaoui

We consider the problem of detecting a change in mean in a sequence of Gaussian vectors. Under the alternative hypothesis, the change occurs only in some subset of the components o…

math.ST2011

On two estimates related to the change-point problem

Farida Enikeeva

We consider the problem of estimating a smooth functional of an unknown signal with discontinuity from Gaussian observations. The signal is a known function that depends on an unkn…