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1701.01672
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v1
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Detecting changes in slope with an
L
0
L_0
L
0
penalty
6 January 2017
R. Maidstone
Paul Fearnhead
Adam N. Letchford
Re-assign community
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Papers citing
"Detecting changes in slope with an $L_0$ penalty"
13 / 13 papers shown
Title
Fast and Optimal Inference for Change Points in Piecewise Polynomials via Differencing
Shakeel Gavioli-Akilagun
Piotr Fryzlewicz
48
1
0
07 Jul 2023
Geometric-Based Pruning Rules For Change Point Detection in Multiple Independent Time Series
Liudmila Pishchagina
G. Rigaill
Vincent Runge
53
2
0
15 Jun 2023
Predictive change point detection for heterogeneous data
Anna-Christina Glock
F. Sobieczky
Johannes Furnkranz
Peter Filzmoser
M. Jech
61
1
0
11 May 2023
Automatic Change-Point Detection in Time Series via Deep Learning
Jie Li
Paul Fearnhead
Piotr Fryzlewicz
Teng Wang
AI4TS
70
19
0
07 Nov 2022
cpop: Detecting changes in piecewise-linear signals
Paul Fearnhead
D. Grose
49
2
0
23 Aug 2022
Change-in-Slope Optimal Partitioning Algorithm in a Finite-Size Parameter Space
Vincent Runge
M. Pascucci
Nicolas Deschamps de Boishebert
26
1
0
21 Dec 2020
A review on minimax rates in change point detection and localisation
Yi Yu
56
19
0
03 Nov 2020
Localising change points in piecewise polynomials of general degrees
Yi Yu
S. Chatterjee
Haotian Xu
37
14
0
20 Jul 2020
Detecting Abrupt Changes in the Presence of Local Fluctuations and Autocorrelated Noise
Gaetano Romano
G. Rigaill
Vincent Runge
Paul Fearnhead
88
31
0
04 May 2020
On a phase transition in general order spline regression
Yandi Shen
Q. Han
Fang Han
74
5
0
23 Apr 2020
Computing Valid p-value for Optimal Changepoint by Selective Inference using Dynamic Programming
Vo Nguyen Le Duy
Hiroki Toda
Ryota Sugiyama
Ichiro Takeuchi
56
39
0
21 Feb 2020
Seeded Binary Segmentation: A general methodology for fast and optimal change point detection
Solt Kovács
Housen Li
Peter Buhlmann
Axel Munk
81
79
0
16 Feb 2020
Consistency of a range of penalised cost approaches for detecting multiple changepoints
Chaowen Zheng
I. Eckley
Paul Fearnhead
67
8
0
05 Nov 2019
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