168 citations
- Darryl D. Holm2 profiles4 · h 65
- A. Odian2 profiles3 · h 40
- A. Piepke2 profiles3 · h 50
- A. Pocar2 profiles3 · h 54
- B. Flatt2 profiles3 · h 11
- C. Hall2 profiles3 · h 43
- C. Tronci3 · h 20
- D. Hallman2 profiles3 · h 14
- D. Mackay2 profiles3 · h 13
- D. Schenker2 profiles3 · h 10
- D. Sinclair2 profiles3 · h 33
- E. Baussan2 profiles3 · h 31
- Imperial College LondonGB4 papers
- Los Alamos National LaboratoryUS4 papers
- Laurentian UniversityCA3 papers
- Menlo SchoolUS3 papers
- SLAC National Accelerator LaboratoryUS3 papers
- Stanford Synchrotron Radiation LightsourceUS3 papers
- Stanford UniversityUS3 papers
- University of NeuchâtelCH3 papers
- University of Rome Tor VergataIT3 papers
- University of AlabamaUS2 papers
- University of California, IrvineUS2 papers
- University of New MexicoUS2 papers
Showing 2007 · math.STShow all
3 papers · 2 filters
math.ST2007★ 168 cited
Object oriented data analysis: Sets of trees
Haonan Wang, J. S. Marron
Object oriented data analysis is the statistical analysis of populations of complex objects. In the special case of functional data analysis, these data objects are curves, where s…
math.ST2007★ 22 cited
Rank-based estimation for all-pass time series models
Beth Andrews, Richard A. Davis, F. Jay Breidt
An autoregressive-moving average model in which all roots of the autoregressive polynomial are reciprocals of roots of the moving average polynomial and vice versa is called an all…
math.ST2007★ 33 cited
Pile-up probabilities for the Laplace likelihood estimator of a non-invertible first order moving average
F. Jay Breidt, Richard A. Davis, Nan-Jung Hsu +1
The first-order moving average model or MA(1) is given by , with independent and identically distributed . This is arguably the simplest time series mo…