Contributions on Theory of Mathematical Statistics

Chapter 1 Theory of Statistical Prediction

Chapter 2 Unbiased Estimation in Case of the Class of Distributions of Finite Rank

Chapter 3 Some Theorems on Invariant Estimators of Location

Chapter 4 Robust Estimation and Robust Parameter

Chapter 5 Robust Estimation of Location in the Case of Measurement of Physical Quantity

Chapter 6 A Uniformly Asymptotically Efficient Estimator of a Location Parameter

Chapter 8 Some Remarks on General Theory for Unbiased Estimation of a Real Parameter of a Finite Population

Chapter 9 The Studentized Empirical Characteristic Function and Its Application to Test for the Shape of Distribution

Chapter 10 Tests of Univariate Normality

Chapter 11 The Tests for Multivariate Normality

Chapter 12 On the Problem of Model Selection Based on the Data

Chapter 13 On Sum of 0–1 Random Variables I. Univariate Case

Chapter 14 On Sum of 0–1 Random Variables II. Multivariate Case

Chapter 15 Algebraic Properties and Validity of Univariate and Multivariate Cornish–Fisher Expansion