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2026 Statistics

Key Facts: Senior Statistician Exam

1 Paper

Advanced Statistical Practice & Case Analysis (高级统计实务与案例分析)

NBS / MOHRSS Senior Statistician Examination Guidelines

90 / 150

Nationwide fixed passing score (60% of full mark) established by MOHRSS

MOHRSS Fixed Passing Standards for Professional Examinations

5 Years

Validity period of the written exam certificate for Title Peer Review (评审)

人社部发〔2020〕73号 (统计专业人员职称制度改革指导意见)

180 min

Open-book examination duration (09:00 to 12:00 on exam day)

National Senior Statistician Examination Timetable

CSNA 2016

China's System of National Accounts implementation standard tested

National Bureau of Statistics CSNA 2016 Manual

RMB 200k-500k

Maximum statutory administrative fines for enterprise statistical falsification

PRC Statistical Law & Anti-Fraud Accountability Regulations

The China Senior Statistician examination (高级统计师) is assessed through a 3-hour open-book case-analysis paper with a full mark of 150 and a fixed national pass mark of 90. This 99-question practice bank covers survey sampling, econometric interpretation, CSNA national accounting, economic indicators, macroeconomic monitoring, and statistical legal enforcement as an English-language MCQ study adaptation.

Sample Senior Statistician Practice Questions

Try these sample questions to test your Senior Statistician exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 99+ question experience with AI tutoring.

1A provincial statistics bureau is designing a stratified sample survey of industrial enterprises across three distinct size strata (Large, Medium, Small) with fixed total sample size n = 1,000. Under Neyman optimal allocation (ignoring stratum-specific survey costs), what is the formula to allocate the sample size n_h to stratum h?
A.n_h = n * (N_h * S_h) / sum_{k=1}^L (N_k * S_k), where N_h is the stratum population size and S_h is the stratum standard deviation.
B.n_h = n * (N_h / N), which is proportional allocation based solely on population counts.
C.n_h = n * (S_h / sum_{k=1}^L S_k), allocating sample size purely according to stratum standard deviations.
D.n_h = n * (N_h * S_h^2) / sum_{k=1}^L (N_k * S_k^2), allocating sample size proportionally to stratum variance.
Explanation: Under Neyman optimal allocation in stratified sampling with fixed total sample size n and equal sampling costs across strata, the sample size allocated to stratum h is n_h = n * (N_h * S_h) / sum_{k=1}^L (N_k * S_k). This allocation minimizes the variance of the stratified sample mean estimator by assigning larger sample sizes to strata that are larger in size (N_h) and have greater internal dispersion or variability (S_h).
2In a cluster sampling design for a municipal consumer spending survey, the average cluster size is m = 25 households and the estimated intra-cluster correlation coefficient (roh) is 0.08. What is the design effect (Deff) of this cluster sampling scheme, and what is its practical statistical interpretation?
A.Deff = 1.08; the variance is only 8% higher than simple random sampling because intra-cluster correlation is below 0.10.
B.Deff = 2.92; the variance of the cluster sampling estimator is 2.92 times larger than that of a simple random sample of the same total size, requiring a 2.92x larger sample to achieve equivalent precision.
C.Deff = 3.00; the effective sample size is exactly one-third of the population size.
D.Deff = 0.34; cluster sampling is nearly three times more efficient than simple random sampling due to geographic clustering.
Explanation: The design effect (Deff) for cluster sampling with equal cluster sizes is calculated as Deff = 1 + (m - 1) * roh = 1 + (25 - 1) * 0.08 = 1 + 24 * 0.08 = 1 + 1.92 = 2.92. A Deff of 2.92 means that due to positive intra-cluster correlation (homogeneity of households within the same cluster), the sampling variance is 2.92 times larger than that of simple random sampling (SRS). To achieve the same margin of error as an SRS of size n_srs, the cluster sample must collect n = 2.92 * n_srs total observations.
3When conducting simple random sampling without replacement (SRSWOR) from a finite population of size N, under what condition must the Finite Population Correction (FPC) factor sqrt((N - n) / (N - 1)) be applied to the standard error of the sample mean, and what is its mathematical effect?
A.When the sampling fraction f = n / N is less than 1% (f < 0.01); it inflates the standard error to correct for finite degrees of freedom.
B.Only when the population standard deviation sigma is unknown and estimated by the sample standard deviation s.
C.When the sampling fraction f = n / N exceeds 5% (f > 0.05); it reduces the standard error because sampling a substantial fraction of the population reduces estimation uncertainty.
D.Exclusively in two-stage sampling where primary sampling units are drawn with replacement.
Explanation: In survey sampling theory, when sampling without replacement from a finite population, the variance of the sample mean is Var(x_bar) = (S^2 / n) * ((N - n) / N). When the sampling fraction f = n / N > 0.05 (5%), the finite population correction factor sqrt((N - n) / (N - 1)) (or sqrt(1 - f)) noticeably decreases the standard error below that of an infinite population formula because the unobserved portion of the population is substantially diminished.
4A national economic survey employs Probability Proportional to Size (PPS) sampling to select enterprises within a region, using annual revenue as the measure of size M_i. If the total revenue of all N enterprises is M_0 = sum_{i=1}^N M_i and n enterprises are drawn with replacement, what is the inclusion probability p_i for enterprise i, and which estimator is unbiased for the population total Y?
A.p_i = 1 / N for all enterprises; the Horvitz-Thompson estimator Y_hat_{HT} = sum_{i=1}^n y_i is unbiased.
B.p_i = n * (M_i / M_0); the sample mean multiplied by N is unbiased.
C.p_i = sqrt(M_i / M_0); the ratio estimator Y_hat_R = (sum y_i / sum M_i) * M_0 is unbiased without requiring individual selection probabilities.
D.p_i = M_i / M_0 per draw; the Hansen-Hurwitz estimator Y_hat_{HH} = (1 / n) * sum_{i=1}^n (y_i / p_i) is unbiased for the population total.
Explanation: In PPS sampling with replacement (PPSWR), the single-draw selection probability for unit i is p_i = M_i / M_0. The Hansen-Hurwitz estimator Y_hat_{HH} = (1 / n) * sum_{i=1}^n (y_i / p_i) is strictly design-unbiased for the population total Y. Each unit's observed value y_i is divided by its per-draw probability p_i, expanding smaller units appropriately and normalizing larger units drawn with higher probability.
5In the National Bureau of Statistics (NBS) Integrated Household Survey (全国住户收支与生活状况调查), a multi-stage stratified area sampling scheme is implemented: counties/districts as Primary Sampling Units (PSUs), residential/village committees as Secondary Sampling Units (SSUs), and households as ultimate sampling units. If household k in SSU j of PSU i is selected with conditional probabilities pi_i, pi_{j|i}, and pi_{k|ij}, what is the household's design base weight (设计基础权重) w_k?
A.w_k = 1 / (pi_i * pi_{j|i} * pi_{k|ij}), which is the reciprocal of the unconditional overall inclusion probability.
B.w_k = pi_i * pi_{j|i} * pi_{k|ij}, which is the joint inclusion probability itself.
C.w_k = (1 / pi_i) + (1 / pi_{j|i}) + (1 / pi_{k|ij}), summing the stage-wise expansion factors.
D.w_k = N_{PSU} / (n_{PSU} * n_{SSU} * n_{HH}), an unweighted uniform expansion constant.
Explanation: In multi-stage probability sampling, the overall unconditional inclusion probability of the ultimate unit k is the product of conditional selection probabilities across all stages: pi_k = pi_i * pi_{j|i} * pi_{k|ij}. According to Horvitz-Thompson estimation theory, the design base weight w_k is the reciprocal of this overall inclusion probability: w_k = 1 / pi_k = 1 / (pi_i * pi_{j|i} * pi_{k|ij}). This weight represents the number of population units represented by sampled unit k.
6A sample survey on urban flexible employment collected data with severe differential nonresponse across age and gender categories. The survey team uses Raking Ratio Adjustment (Iterative Proportional Fitting, IPF) against benchmark population marginal totals from the National Population Census. What is the operational mechanism and primary advantage of raking calibration?
A.It groups respondents into artificial clusters and replaces nonrespondents with nearest neighbors from the census database.
B.It iteratively adjusts sample weights along one marginal distribution at a time until the weighted sample totals converge simultaneously to all known multi-dimensional census marginals, without requiring full joint cross-tabulation cell counts.
C.It fits an ordinary least squares regression to predict individual response propensities and truncates all weights greater than 3.0.
D.It forces the sample variance to equal zero across all demographic strata by setting all weights equal to 1.0.
Explanation: Raking ratio adjustment (Iterative Proportional Fitting / Raking) adjusts survey weights iteratively across marginal distributions (e.g., age distribution margin, gender margin, education margin) until the weighted sample distributions match the known census marginal totals across all dimensions simultaneously. Its key practical advantage is that it only requires marginal population counts rather than complete multi-dimensional cross-tabulated cell totals (which are often unavailable or subject to small cell counts).
7In an official annual survey of private service-sector enterprises, high-revenue firms are systematically less likely to report their operating profits due to tax privacy concerns, even after controlling for observed enterprise characteristics (industry, staff size, location). According to Rubin's missing data typology, which mechanism characterizes this missingness, and what is the consequence of complete-case analysis (listwise deletion)?
A.Missing Completely at Random (MCAR); complete-case analysis remains strictly unbiased and only causes a minor loss of statistical efficiency.
B.Missing at Random (MAR); standard multiple regression using observed covariates will fully eliminate all estimation bias.
C.Missing Not at Random (MNAR); complete-case analysis produces biased point estimates of total and mean operating profits that cannot be eliminated by standard conditioning on observed covariates.
D.Non-ignorable covariate missingness; the missingness can be rendered MAR simply by dropping high-revenue firms from the population frame.
Explanation: Under Rubin's missing data theory: (1) Missing Completely at Random (MCAR) means missingness is independent of both observed and unobserved data; (2) Missing at Random (MAR) means missingness depends only on observed covariates; (3) Missing Not at Random (MNAR) means the probability of missingness depends directly on the unobserved missing value itself (e.g., higher true profit firms conceal profits). Under MNAR, complete-case analysis (listwise deletion) truncates the upper distribution, severely underestimating aggregate profit totals, and standard covariate conditioning cannot restore unbiasedness without joint selection modeling (e.g., Heckman selection model).
8When imputing missing item values for R&D expenditures in an industrial census database, a statistical agency selects Predictive Mean Matching (PMM) over standard linear regression imputation. What is the fundamental methodological reason for preferring PMM?
A.PMM guarantees that the regression residuals have zero variance, eliminating all random error from the imputed dataset.
B.PMM avoids specifying any regression model and instead draws random values from a uniform distribution.
C.PMM completely eliminates the need for donor matching by imputing the unconditional sample median.
D.PMM predicts the outcome via regression but replaces the missing value with the observed value from a donor case whose predicted value is closest, thereby ensuring imputed values are real, non-negative, and preserve natural distribution bounds and discrete characteristics.
Explanation: Predictive Mean Matching (PMM / 预测均值匹配) fits a regression model to compute predicted values for all cases, then for each recipient with a missing value, identifies a pool of donors with observed values whose predicted values are closest. The recipient's missing value is filled with the actual observed value of the chosen donor. This guarantees that imputed values are plausible, valid observed entities (avoiding negative R&D numbers or non-existent fractional values) and preserves non-linear distributions and extreme bounds far better than linear regression imputation.
9A research team applies Multiple Imputation (MI) with m = 5 completed datasets to estimate average enterprise value added theta. The average of the 5 point estimates is theta_bar = 450.0 million RMB. The average within-imputation variance is U_bar = 16.0, and the between-imputation variance is B = 4.0. According to Rubin's pooling rules, what is the total variance T of the pooled point estimator theta_bar?
A.T = U_bar + (1 + 1/m) * B = 16.0 + (1 + 0.20) * 4.0 = 16.0 + 4.80 = 20.80
B.T = U_bar + B = 16.0 + 4.0 = 20.00
C.T = U_bar / m + B = 16.0 / 5 + 4.0 = 7.20
D.T = sqrt(U_bar^2 + B^2) = sqrt(256 + 16) = 16.49
Explanation: According to Rubin's pooling rules for Multiple Imputation (MI), the total variance T of the pooled parameter estimator is T = U_bar + (1 + 1/m) * B, where U_bar is the average within-imputation variance, B is the between-imputation variance, and (1 + 1/m) is the correction factor for finite imputation iterations m. Here: T = 16.0 + (1 + 1/5) * 4.0 = 16.0 + 1.2 * 4.0 = 16.0 + 4.8 = 20.80. The corresponding pooled standard error is sqrt(20.80) approx 4.56.
10Under the Total Survey Error (TSE) framework adopted in international and Chinese official statistics, which category of error represents the discrepancy between the target theoretical concept defined by the research objective (e.g., 'economic consumption') and the operationalized measurement indicator in the questionnaire (e.g., 'cash outlays during the past 30 days')?
A.Sampling Error (抽样误差)
B.Specification Error (设定误差 / 概念定义误差)
C.Frame Coverage Error (抽样框覆盖误差)
D.Data Processing Error (数据处理误差)
Explanation: In the Total Survey Error (TSE / 全调查误差) taxonomy: (1) Specification Error occurs when the construct measured in the questionnaire differs conceptually from the theoretical construct intended by the researcher or policy objective; (2) Frame Coverage Error arises when the sampling frame excludes target population units (undercoverage) or includes ineligible units (overcoverage); (3) Measurement Error arises during data collection from respondents, interviewers, or instruments; (4) Processing Error occurs during coding, editing, and data transformation.

About the Senior Statistician Exam

The Senior Statistician Professional Qualification Examination (全国高级统计专业技术资格考试) is the highest national examination standard for senior statistical and data analysis professionals in China. Established under joint regulations of the National Bureau of Statistics and MOHRSS, it assesses advanced capabilities in statistical survey design, multi-source big data fusion, multivariate econometric modeling (PCA, factor analysis, ARIMA, panel GMM), China's System of National Accounts (CSNA 2016 GDP accounting, input-output Leontief matrices, flow of funds, balance of payments, national balance sheet), high-quality development indicator systems, digital economy core industry accounting, macroeconomic early-warning and business climate indices, and anti-fraud statistical governance. This English-language study adaptation enables bilingual statisticians, economists, and financial analysts to master the core theoretical, mathematical, and policy principles tested on the examination.

Assessment

Single open-book written paper: Advanced Statistical Practice and Case Analysis (高级统计实务与案例分析, 150 points, 3.0 hours, 09:00–12:00). Candidates may bring published textbooks and reference materials. Scoring is based on case analysis, statistical methodology justification, econometric model interpretation, and macroeconomic policy insights.

Time Limit

3.0 hours (180 minutes, open-book paper sitting from 09:00 to 12:00)

Passing Score

90 out of 150

Exam Fee

RMB 70 - 100 depending on provincial personnel examination pricing (National Bureau of Statistics of China (国家统计局 / NBS) and Ministry of Human Resources and Social Security (人力资源和社会保障部 / MOHRSS))

Senior Statistician Exam Content Outline

17%

Advanced Statistical Survey Design & Methodology (高级统计调查设计与抽样方法)

Survey scheme design principles, census vs sampling vs administrative registers, complex sampling schemes (stratified sampling with Neyman optimal allocation and proportional allocation, cluster sampling, multi-stage sampling, PPS sampling with Horvitz-Thompson and Hansen-Hurwitz estimators), sampling error metrics (variance, standard error, coefficient of variation CV, design effect Deff, finite population correction FPC), non-sampling error control and estimation (coverage errors, unit nonresponse, item nonresponse), calibration and post-stratification weighting (raking ratio / iterative proportional fitting), missing data mechanisms (MCAR, MAR, MNAR) and imputation methods (hot deck, predictive mean matching, multiple imputation Rubin's rules), Warner's randomized response technique for sensitive variables, multi-source big data fusion (administrative tax records, VAT invoices, record linkage), web-scraped scanner price data aggregation (multilateral GEKS and TPD indices), mobile signaling population estimation, and statistical remote sensing spatial sampling with Moran's I spatial autocorrelation and spatial lag/error econometric models.

20%

Advanced Statistical Modeling & Multivariate Analysis (多元统计分析与高级计量建模)

Multiple linear regression diagnostics and remedies: Multicollinearity diagnostics (Variance Inflation Factor VIF, Condition Index, variance decomposition), regularized regression (Ridge L2 shrinkage, LASSO L1 sparsity, Elastic Net), Heteroskedasticity tests (White general test, Breusch-Pagan) and remedies (Weighted Least Squares WLS, Eicker-Huber-White HC0/HC1/HC2/HC3 robust standard errors), Serial correlation diagnostics (Durbin-Watson, Breusch-Godfrey LM test, Newey-West HAC standard errors), Endogeneity and instrumental variables (Two-Stage Least Squares 2SLS, Stock-Yogo weak instrument F-test, Hausman endogeneity test, Sargan-Hansen J overidentification test), Principal Component Analysis (PCA: covariance/correlation matrix spectral decomposition, eigenvalues, Kaiser-Guttman rule, scree plot, cumulative variance threshold), Exploratory Factor Analysis (Varimax orthogonal vs Promax oblique rotation, factor loadings, communality vs uniqueness), Cluster Analysis (Hierarchical Ward's minimum variance, K-Means, distance metrics), Fisher's Linear Discriminant Analysis (Rayleigh quotient, between/within-class scatter), Time series econometrics (ADF unit root test, KPSS stationarity, Box-Jenkins ARIMA identification via ACF/PACF, Johansen cointegration trace and maximum eigenvalue tests, Vector Autoregression VAR, Granger causality, Cholesky impulse response functions IRF, NBS-SA and X-13ARIMA-SEATS seasonal adjustment), Static panel data models (Fixed Effects FE within estimator vs Random Effects RE GLS, Hausman test), and Dynamic panel models (Arellano-Bond Difference GMM, Blundell-Bond System GMM, Arellano-Bond AR(1)/AR(2) serial correlation tests, Hansen J instrument validity).

22%

Modern System of National Accounts (CSNA) & Macroeconomic Analysis (中国国民经济核算体系与宏观经济分析)

China's System of National Accounts (CSNA 2016) comprehensive framework: Production and asset boundaries (R&D capitalization as gross fixed capital formation, owner-occupied housing imputed rent, illegal economy boundaries), Three GDP measurement approaches (Production approach: gross output minus intermediate consumption, FISIM allocation; Income approach: compensation of employees, net taxes on production, consumption of fixed capital, operating surplus; Expenditure approach: household and government final consumption, gross fixed capital formation, changes in inventories, net exports), Constant price GDP calculation (Double deflation with PPI deflators vs single volume extrapolation, implicit GDP deflator), Input-Output (I-O) table theory and modeling (Direct input coefficient matrix A, Leontief inverse total requirement matrix B = (I - A)^(-1), backward influence coefficient and forward induction coefficient, supply chain bottleneck identification, input-output price pass-through cost-push models), Flow of Funds Accounts (Physical transactions: gross saving, capital formation, net lending/borrowing across 5 institutional sectors; Financial transactions: financial assets and liabilities, financing gaps, macro leverage ratio calculation by BIS/NBS standards across corporate, household, and government sectors), Balance of Payments (BPM6: Current account, goods, services, primary income, secondary income; Macroeconomic identity CA = S - I; Financial account: FDI, portfolio, other investment, reserve assets; Net errors and omissions NEO), International Investment Position (IIP vs BOP stock-flow relationship, valuation adjustments, NIIP), National Balance Sheet (Produced assets, non-produced land/mineral assets, financial claims, National Net Worth estimation), Local government explicit and implicit debt accounting (LGFVs, contingent liabilities), Perpetual Inventory Method (PIM) for capital stock estimation, household wealth composition, and Green GDP / SEEA environmental accounting.

16%

High-Quality Development & Specialized Statistical Indicator Systems (高质量发展综合绩效与专项统计指标体系)

High-quality development comprehensive evaluation: Five New Development Concepts (Innovation, Coordination, Green, Openness, Shared development — 创新、协调、绿色、开放、共享) indicator hierarchy, Objective weighting methods (Information Entropy Weight Method, dispersion coefficient, CRITIC method), Data normalization techniques (Min-max range standardization for positive and reverse indicators, z-score, linear ratio), Subjective and combination weighting (Analytic Hierarchy Process AHP, consistency index CI, consistency ratio CR < 0.10, Lagrange multiplier distance minimization combination weights), New Quality Productive Forces (新质生产力) statistical measurement system (technological innovation, industrial upgrading, green digital synergy), Total Factor Productivity (TFP) growth accounting (Solow residual model, capital and labor output elasticity shares), Non-parametric DEA-Malmquist Productivity Index decomposition (Technical Efficiency Change EC catch-up vs Technological Change TC frontier shift), China's Statistical Classification of the Digital Economy and Its Core Industries (《数字经济及其核心产业统计分类》: 01 Digital technology application, 02 Digital product manufacturing, 03 Digital product service, 04 Digital element drive, 05 Digitization efficiency improvement), Digital economy core industry value-added accounting principles and GDP share, Data element (数据要素) capitalization and assetization under MOF accounting provisions (intangible assets vs inventory), Strategic emerging industries and high-tech manufacturing statistical criteria (R&D intensity >= 2.5%), Energy and carbon statistics (Energy consumption per unit of GDP 万元GDP能耗, reduction rate formula, standard coal equivalent tce), IPCC carbon emission accounting (Activity Data, Emission Factors, Oxidation Rate, Carbon Intensity CO2/GDP), Energy balance table (supply, transformation, final consumption), Common prosperity statistical indicators (Lorenz curve, Gini coefficient formula G = 1 - sum (p_i - p_{i-1})(y_i + y_{i-1}), Palma ratio, middle-income population standards), and Theil index regional inequality decomposition (within-region vs between-region disparity).

14%

Macroeconomic Monitoring, Forecasting & Policy Evaluation (宏观经济运行监测预警与政策评估)

Macroeconomic monitoring and early-warning systems (监测预警系统): Traffic light signal system (Red = Overheated, Yellow = Upper Warning, Green = Normal/Stable, Light Blue = Lower Warning, Blue = Recession/Cold), threshold determination methods (standard deviation intervals, percentile distributions), Diffusion Index (DI: expanding, unchanged, contracting indicators, 50% critical threshold and turning point interpretation), Composite Index (CI: Leading, Coincident, and Lagging composite indices, phase shift, peak/trough cross-correlation analysis), Purchasing Managers' Index (PMI: Manufacturing PMI 5-component weighted formula: New Orders 30%, Production 25%, Employment 20%, Supplier Deliveries 15% inverted, Raw Material Inventories 10%; Non-Manufacturing Business Activity Index), Industrial Capacity Utilization Rate (工业产能利用率: actual output divided by designed capacity for the reporting period), Potential GDP and Output Gap estimation (Hodrick-Prescott HP filter lambda parameter selection: 1600 quarterly / 100 annual, endpoint bias, production function method), Policy evaluation and microeconometric causal inference: Difference-in-Differences (DID: Two-Way Fixed Effects TWFE specification, Average Treatment Effect on the Treated ATT), DID core Parallel Trends Assumption and event-study pre-treatment lead tests, Staggered multi-period DID (Goodman-Bacon decomposition, negative weighting bias, Callaway-Sant'Anna robust estimator), Propensity Score Matching (PSM: Logit propensity score, common support condition, standardized mean difference SMD < 10% covariate balance), Regression Discontinuity Design (RDD: Sharp RDD vs Fuzzy RDD Local Average Treatment Effect LATE via 2SLS, optimal bandwidth selection), RDD validity diagnostics (McCrary running variable density test for threshold manipulation, predetermined covariate continuity), and Synthetic Control Method (SCM: optimal convex combination weighting of untreated units, in-space and in-time placebo permutation tests).

11%

Statistical Governance, Data Quality & Legal Enforcement (统计现代化改革、数据质量与统计法治)

Statutory legal framework, governance modernizations, and quality enforcement: PRC Statistical Law (中华人民共和国统计法) fundamental principles (independent reporting, freedom from administrative interference, prohibition of tampering), Classification and statutory approval of statistical surveys (National statistical surveys, Departmental surveys, Local surveys; approval vs record-filing jurisdiction), Mandatory confidentiality protection of individual statistical respondents' trade secrets and personal data (prohibition of using microdata for administrative penalties or taxation), Legal accountability system for preventing and punishing statistical falsification (防范和惩治统计造假弄虚作假责任制: primary leadership responsibility, direct investigator responsibility, lifetime accountability tracking), National Statistical Inspection Mechanism (国家统计督察制度: inspection cycles, discovery of violation clues, mandatory public rectification, transfer of cases to discipline inspection and supervisory agencies), Administrative penalties and disciplinary sanctions for statistical violations (enterprise fines up to RMB 200,000 / RMB 500,000, credit blacklisting on Credit China), Enterprise Electronic Direct Reporting System (企业一套表联网直报系统: direct data transmission to NBS central servers, eliminating local truncation, digital audit logs), Generic Statistical Business Process Model (GSBPM) applied in end-to-end official data quality management, Macro-micro data reconciliation and cross-validation (reconciling survey data with VAT invoices, electricity consumption, and transport freight data), Statistical data security, classification, and privacy-preserving computing (k-anonymity, l-diversity, t-closeness, epsilon-differential privacy, secure multi-party computation in statistical data labs), and Statistical Modernization Reform strategic objectives.

How to Pass the Senior Statistician Exam

What You Need to Know

  • Passing score: 90 out of 150
  • Assessment: Single open-book written paper: Advanced Statistical Practice and Case Analysis (高级统计实务与案例分析, 150 points, 3.0 hours, 09:00–12:00). Candidates may bring published textbooks and reference materials. Scoring is based on case analysis, statistical methodology justification, econometric model interpretation, and macroeconomic policy insights.
  • Time limit: 3.0 hours (180 minutes, open-book paper sitting from 09:00 to 12:00)
  • Exam fee: RMB 70 - 100 depending on provincial personnel examination pricing

Keys to Passing

  • Work through all 99 available questions
  • Review every answer and explanation
  • Track weak areas and revisit them
  • Use our AI tutor for tough concepts

Senior Statistician Study Tips from Top Performers

1Master Survey Sampling Formulas: Memorize Neyman optimal allocation ($n_h = n rac{N_h \sigma_h}{\sum N_k \sigma_k}$), cluster sampling design effect ($Deff = 1 + (m-1) ho$), Horvitz-Thompson estimation ($\hat{Y} = \sum y_i / \pi_i$), and Rubin's rules for multiple imputation variance pooling.
2Drill Econometric Model Diagnostics: Understand how to detect and correct multicollinearity (VIF, Ridge/LASSO), heteroskedasticity (White test, HC1/HC2/HC3 robust errors), endogeneity (2SLS, Sargan-Hansen J-test), and dynamic panel GMM specifications (Arellano-Bond AR(2) test and Hansen J-test).
3Internalize CSNA 2016 National Accounting: Master the three GDP measurement methods, direct input coefficients ($a_{ij} = x_{ij}/X_j$), Leontief total requirement inverse ($B = (I-A)^{-1}$), forward/backward industry linkage multipliers, Flow of Funds balances, and National Balance Sheet wealth equations.
4Calculate High-Quality & Digital Economy Indicators: Practice computing objective entropy weights ($e_j, d_j, w_j$), Solow residual TFP growth ($g_{TFP} = g_Y - lpha g_K - (1-lpha)g_L$), Malmquist index ($MI = EC imes TC$), digital economy core industry value-added, and IPCC carbon intensity metrics.
5Evaluate Macroeconomic Climate & Causal Policy Models: Understand traffic light early warning thresholds, diffusion index ($DI$), Manufacturing PMI 5-component weights, and econometric policy evaluation methods (DID parallel trends, PSM balance, RDD McCrary density test, Synthetic Control).
6Memorize Statistical Law & Inspection Rules: Learn the three-tier survey approval system, strict individual respondent data confidentiality, primary leadership responsibility under the anti-statistical fraud accountability system, and the National Statistical Inspection mechanism.

Frequently Asked Questions

What is the China Senior Statistician Professional Qualification Examination (全国高级统计专业技术资格考试)?

The Senior Statistician Professional Qualification Examination (高级统计师资格考试) is China's highest standardized national examination for statistical professionals, jointly organized by the National Bureau of Statistics (国家统计局 / NBS) and the Ministry of Human Resources and Social Security (人力资源和社会保障部 / MOHRSS). Candidates sit a single, comprehensive 3-hour open-book written examination entitled 'Advanced Statistical Practice and Case Analysis' (高级统计实务与案例分析), testing advanced survey design, econometrics, CSNA national accounts, digital economy accounting, and statistical governance.

What is the examination format, passing threshold, and score validity period?

The examination is an open-book written paper (开卷笔试) of 180 minutes (09:00–12:00) with a full score of 150 points. The national fixed passing mark is 90 points (60%). Passing candidates receive the National Senior Statistician Examination Qualification Certificate (全国高级统计师资格考试成绩合格证), which is valid for 5 consecutive years to participate in Senior Statistician professional-title review (高级统计师职称评审).

What is the relationship between the written examination and the Senior Statistician professional title (职称评审)?

In China's professional title system, achieving the Senior Statistician credential follows the 'Combination of Examination and Evaluation' (考评结合) model. Candidates must first clear the national written examination to obtain the 5-year qualification certificate. Within that 5-year window, candidates submit their professional portfolio — including official statistical survey deliverables, published academic monographs or research reports, and econometric consulting projects — to their provincial or ministerial Senior Statistician Evaluation Committee for peer review and oral defense.

What core statistical formulas and mathematical models are emphasized?

The examination extensively assesses complex sampling formulas (Neyman optimal allocation, cluster design effect Deff, Horvitz-Thompson estimator), econometric modeling (VIF multicollinearity, White test, 2SLS instrumental variables, ARIMA identification, Johansen cointegration, panel dynamic GMM), CSNA national accounts identities (GDP triple calculation, Leontief total requirement matrix (I - A)^(-1), flow of funds, macro leverage ratio), entropy weighting, Solow/Malmquist TFP growth accounting, and policy evaluation econometrics (DID parallel trends, PSM, RDD, synthetic control method).

How are national accounting standards (CSNA 2016) and new economic concepts tested?

The examination tests China's System of National Accounts (CSNA 2016), including R&D capitalization as gross fixed capital formation, FISIM allocation, flow of funds matrix balance, macro leverage ratios, and the National Balance Sheet. It also rigorously assesses contemporary statistical frontiers: digital economy core industry value-added accounting (sectors 01-04), data element assetization, energy consumption per unit of GDP, IPCC carbon emission factor accounting, and common prosperity indicators (Gini coefficient, Theil index, Palma ratio).

What anti-statistical fraud and legal compliance regulations apply?

Candidates must master the PRC Statistical Law, the Regulations on Preventing and Punishing Statistical Falsification and Fraud (防范和惩治统计造假弄虚作假责任制), the National Statistical Inspection Mechanism (国家统计督察), and enterprise electronic direct reporting (企业一套表联网直报). Legal violations incur administrative fines (up to RMB 200,000 for false reporting, up to RMB 500,000 for serious offenses), disciplinary prosecution, and credit blacklisting on Credit China.

Why is this practice question bank presented in English?

The official national examination is conducted in Chinese as an open-book subjective written exam. This 100-question English-language study adaptation is designed for bilingual statisticians, financial analysts, and international economists working with Chinese macroeconomic datasets and regulatory institutions. It translates the official NBS syllabus into rigorous multiple-choice decision scenarios while preserving authentic Chinese terminology, CSNA accounting matrices, and statutory legal citations in parentheses.