Smoothing Data with Correlated Errors
PhD thesis, Stanford Statistics
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Smoothing Data with Correlated Errors
Summary
Smoothing Data with Correlated Errors is a doctoral thesis[1].
Key Facts
- Smoothing Data with Correlated Errors authored Naomi Altman[2].
- Smoothing Data with Correlated Errors's instance of is recorded as doctoral thesis[3].
- Smoothing Data with Correlated Errors's OCLC number is recorded as 733659615[4].
- Smoothing Data with Correlated Errors's language of work or name is recorded as English[5].
- Smoothing Data with Correlated Errors's publication date is recorded as +1987-10-00T00:00:00Z[6].
- Smoothing Data with Correlated Errors's Google Books ID is recorded as yUCEnQEACAAJ[7].
- Smoothing Data with Correlated Errors's main subject is recorded as nonparametric regression[8].
- Smoothing Data with Correlated Errors's work available at URL is recorded as https://purl.stanford.edu/rg642ym3002[9].
- Smoothing Data with Correlated Errors's described at URL is recorded as https://statistics.stanford.edu/people/naomi-altman[10].
- Smoothing Data with Correlated Errors's title is recorded as Smoothing Data with Correlated Errors[11].
- Smoothing Data with Correlated Errors's Google Scholar paper ID is recorded as 4055571458516871001[12].
- Smoothing Data with Correlated Errors's thesis submitted to is recorded as Stanford University[13].
- Smoothing Data with Correlated Errors's ProQuest document ID is recorded as 303692194[14].
- Smoothing Data with Correlated Errors's thesis committee member is recorded as Iain M. Johnstone[15].
- Smoothing Data with Correlated Errors's thesis committee member is recorded as Jerome H. Friedman[16].
- Smoothing Data with Correlated Errors's thesis committee member is recorded as Bradley Efron[17].
- Smoothing Data with Correlated Errors's elibrary.ru article ID is recorded as 7541688[18].
- Smoothing Data with Correlated Errors's thesis submitted for degree is recorded as Doctor of Philosophy[19].
Body
Designation and Status
Smoothing Data with Correlated Errors's instance of is recorded as doctoral thesis[3].