A modified optimal orthogonal new additive model

Singh Housila P.; Tarray Tanveer A.

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A modified optimal orthogonal new additive model

机译：改进的最优正交新加性模型

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摘要

In this article, a new randomized response model has been proposed. The proposed model is found to be more efficient than the randomized response models studied by Singh (2010). The relative efficiency of the proposed model has been studied with respect to the Singh (2010) model. Numerical illustrations are also given in support of the present study.

机译：在本文中，提出了一种新的随机响应模型。发现该模型比Singh（2010）研究的随机响应模型更有效。已针对Singh（2010）模型研究了所提出模型的相对效率。数值插图也支持本研究。

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来源
《Communications in Statistics》 |2016年第22期|6663-6669|共7页
作者
Singh Housila P.; Tarray Tanveer A.;
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作者单位

Vikram Univ Sch Studies Stat Ujjain Madhya Pradesh India;

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原文格式 PDF
正文语种 eng
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关键词
Estimation of proportion; Randomized response sampling; Sensitive quantitative variable;

机译：比例估计;随机响应抽样;敏感的定量变量;

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专利

1. PROPOSED OPTIMAL ORTHOGONAL NEW ADDITIVE MODEL (POONAM) [J] . Sarjinder Singh Statistica . 2010,第1期

机译：建议的最佳正交新加法模型（POONAM）
2. PROPOSED OPTIMAL ORTHOGONAL NEW ADDITIVE MODEL (POONAM) [J] . Sarjinder Singh Statistica . 2010,第1期

机译：提出最佳正交新添加剂模型（Poonam）
3. Orthogonally additive-additive and orthogonally quadratic-quadratic functional equation in orthogonality spaces [J] . Choonkil Park, Gwang Hui Kim, Jung Rye Lee, Journal of inequalities and applications . 2012,第1期

机译：正交性空间中的正交加法和正交二次方程
4. Additivity ensures stability of design: Role of orthogonal arrays for process optimization through additive model [C] . Adam Tijjani, Hashim U. 2012 International Conference on Statistics in Science, Business, and Engineering. . 2012

机译：可加性确保设计的稳定性：正交阵列在通过可加性模型进行工艺优化中的作用
5. Analysis, design, evaluation and modelling of bulk packaging systems under optimal modified atmosphere for storage and transportation of fruits and vegetables. [D] . Lee, Laurence Zhiguang. 1994

机译：在用于水果和蔬菜储运的最佳改良气氛下，对散装包装系统进行分析，设计，评估和建模。
6. A strategy for optimal fitting of multiplicative and additive hazards regression models [O] . François Lefebvre, Roch Giorgi 2021

机译：乘法和添加剂危害回归模型的最佳选择策略
7. An Agile Optimal Orthogonal Additive Randomized Response Model [O] . Tanveer Tarray, Housial Singh 2019

机译：敏捷最佳正交添加剂随机响应模型
8. Minimax-Optimal Rates for Sparse Additive Models over Kernel Classes via Convex Programming [R] . 2010

机译：基于凸规划的核心类稀疏加性模型的minimax最优速率

A modified optimal orthogonal new additive model

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