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On the uniform consistency of the Hill estimator.

2008
We start by considering a kernel estimator g_{n,h}(t) for the regression function m_g(t):=E[g(Y)|X=t], where t is fixed and g:R->R is a measurable function with finite second moment. If h=h_n is a deterministic sequence such that h_n->0 and nh_n^d/log log n->\infty, it is well-known that g_{n,h_n}(t) estimates consistently m_g(t)f_X(t), where f_X is ...
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The present status of cancer chemotherapy—a summary of papers delivered at the cherry hill conference on “a critical evaluation of cancer chemotherapy”†

Ca-A Cancer Journal for Clinicians, 1970
David P Rall, H George Mandel
exaly

Consistency of the Hill Estimator for Time Series Observed with Measurement Errors

Journal of Time Series Analysis, 2020
Piotr Kokoszka
exaly

Consistency of Hill estimators in a linear preferential attachment model

Extremes, 2018
Sidney Resnick, Tiandong Wang
exaly

Estimation of high conditional quantiles using the Hill estimator of the tail index

Journal of Statistical Planning and Inference, 2016
Tiejun Tong
exaly

Assessing confidence intervals for the tail index by Edgeworth expansions for the Hill estimator

Bernoulli, 2007
Johan Segers
exaly

A new shift invariant Hill-type estimator for heavy tailed models

International Journal of Modelling, Identification and Control, 2012
Xia Cai
exaly