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社會統(tǒng)計學與數(shù)理統(tǒng)計學的統(tǒng)一(The Unity Of Social Statistics and Mathematical Statistics)

社會統(tǒng)計學與數(shù)理統(tǒng)計學的統(tǒng)一(The Unity Of Social Statistics and Mathematical Statistics)

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作 者: 王見定 著
出版社: 中國經濟出版社
叢編項:
標 簽: 社會學方法

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ISBN: 9787501796922 出版時間: 2010-06-01 包裝: 平裝
開本: 16開 頁數(shù): 193 字數(shù):  

內容簡介

  It is recorded by the history of statistics that "political arithmetic" and " staatenkunde" date back to the 17th century:primary social statistics, originated in Britain and Germany. Almost at the same time, "gambling mathematics':primary probability theory, appeared in Italy. Primary mathematical statistics did not come into being until the 19th century when law of large numbers and error theory were discovered and added to probability theory. So we can draw the conclusion thatsocial statistics came into use two centuries earlier than mathematical statistics.Because social statistics is widely used in economy and politics,the governments of all nations have been attaching great 'importance to it and made it develop systematically.After 1940s, mathematical statistics developed rapidly owing to the development of probability theory. After 400 years' development, two branches of learning have been formed:social statistics and mathematical statistics,both of which are in constant competition and neither of them can win easily.

作者簡介

暫缺《社會統(tǒng)計學與數(shù)理統(tǒng)計學的統(tǒng)一(The Unity Of Social Statistics and Mathematical Statistics)》作者簡介

圖書目錄

Chapter 1 Data Collecting and Data Sorting
Section 1 Data Measure and Types
Section 2 Data Collecting
Section 3 Data Sorting
Chapter 2 Data Description
Section 1 Absolute Number and Relative Number
Section 2 Description of Average Level
Section 3 Description of Dispersion Degree
Chapter 3 Time Series Analysis
Section 1 Basis Analysis of Time Series
Section 2 Determination of Long-term Trend
Section 3 Determination of Seasonal Variation
Section 4 Establishment of Prediction Equation
Chapter 4 Index Analysis
Section 1 Index and Sorting
Section 2 Weighted Index
Section 3 Index System
Section 4 Several Important Indices
Chapter 5 Statistics Distribution
Section 1 Population and Sample
Section 2 Statistics Distribution
Chapter 6 Parameter Estimate
Section 1 Point Estimate
Section 2 Standard to Amount Estimate
Section 3 Interval Estimate
Chapter 7 Hypothesis Testing
Section 1 Proposal on Hypothesis Testing Problem
Section 2 Procedure of Hypothesis Testing
Section 3 Hypothesis Testing of a Normal Population
Section 4 Hypothesis Testing on Two Normal Populations
Section 5 Hypothesis Testing of the Probability
Section 6 Hypothesis Testing of Distribution Function
Section 7 Two Types of Errors in Hypothesis Testing
Chapter 8 Non-parametric Statistical Inference
Section 1 Order Statistics and Rank Statistics
Section 2 Problem Estimation
Section 3 Problem Testing
Chapter 9 Regression Analysis
Section 1 Unitary Linear Regression
Section 2 Multiple Linear Regression
Chapter 10 Correlation Analysis
Section 1 Sample Correlation Coefficient
Section 2 Sample Multiple Correlation Coefficient
Chapter 11 Variance Analysis
Section 1 Single-factor Variance Analysis
Section 2 Two-factor Variance Analysis
Chapter 12 Discrimination Analysis
Chapter 13 National Economic Accounting
Section 1 Objects of National Economic Accounting
Section 2 Classification of National Economic Accounting
Section 3 Content Framework of National Economic Accounting
Chapter 14 National Economic Gross Statistics
Section 1 Production Scope and Gross Statistics
Section 2 GDP Accounting Methods
Section 3 Total Income and Total Property
Section 4 Economic Growth Rate
Appendix Ⅰ
Table 1 Standard Normal Distribution Function Table
Table 2 X2 Distribution Upper 100
Table 3 t Distribution Upper 100α% Point Table
Table 4-1 F Distribution Upper 100α% Point Table( α =0.01 )
Table 4-2 F Distribution Upper 100α% Point Table ( α = 0.05 )
Table 4-3 F Distribution Upper 100α% Point Table ( α = 0.1 )
Appendix Ⅱ
Order Arrangement of National Economy Trade and Economic Vecyor
Appendix Ⅲ
The Composition of Economic Vectors and the Effeective Resource Allocation
Referrences

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