Scandinavian Journal of StatisticsUniform ratio limit theorems for empirical processesbyDavid

@inproceedings{UniversityBox1995ScandinavianJO,
  title={Scandinavian Journal of StatisticsUniform ratio limit theorems for empirical processesbyDavid},
  author={PollardStatistics DepartmentYale UniversityBox and Yale StationNew Haven},
  year={1995}
}
  • PollardStatistics DepartmentYale UniversityBox, Yale StationNew Haven
  • Published 1995
Uniform ratio limit theorems for empirical processes by David Pollard Statistics Department Yale University Box 208290 Yale Station New Haven, CT 06520-8290 Email: pollard@stat.yale.edu September 1993 Revised: October 1993 Second revision: January 1995 Abstract. Analysis of nonparametric estimators is easier if one makes use of re ned empirical process inequalities. These inequalities have not been widely appreciated or applied, perhaps because they lie buried quite deep in the empirical… CONTINUE READING
Highly Cited
This paper has 19 citations. REVIEW CITATIONS

From This Paper

Topics from this paper.

References

Publications referenced by this paper.
Showing 1-10 of 13 references

Rates of strong uniform convergence, Technical report, Yale

D. Pollard
1982
View 3 Excerpts
Highly Influenced

The asymptotics of a binary choice model , Technical report , YaleUniversity Statistics Department

W. Stute
1993

The asymptotics of a binary choice model, Technical report, Yale

D. Pollard
1993
View 1 Excerpt

`U-processes: rates of convergence

D. Nolan, D. Pollard
Annals of Statistics • 1987

`Universal Donsker classes and metric entropy

R. M. Dudley
Annals of Probability • 1987
View 1 Excerpt

Rates of uniform almost-sure convergence for empirical processes

D. Pollard
1986

Rates of uniform almostsure convergence for empirical processesindexed by unbounded classes of functions , Technical report , Yale University StatisticsDepartment

D. Pollard
1986

` Rates of convergence in the central limit theorem for empiricalprocesses '

D. Nolan, D. Pollard
Annales de l ' Institut Henri Poincar • 1986

`Rates of convergence in the central limit theorem for empirical

P. Massart
1986

Rates of growth for weighted empirical processes, in L

K. S. Alexander
1985
View 2 Excerpts

Similar Papers

Loading similar papers…