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UPSC SOCIOLOGY OPTIONAL SYLLABUS FOR MAINS (IAS)

UPSC SOCIOLOGY OPTIONAL PAPER– I

FUNDAMENTALS OF SOCIOLOGY

1. Sociology – The Discipline:


  •   Modernity and social changes in Europe and emergence of Sociology.
  •   Scope of the subject and comparison with other social sciences.
  •   Sociology and common sense.

  • 2. Sociology as Science:


  •   Science, scientific method and critique.
  •   Major theoretical strands of research methodology.
  •   Positivism and its critique.
  •  Fact value and objectivity.
  •  Non-positivist methodologies.

  • 3. Research Methods and Analysis:


  • Qualitative and quantitative methods.
  • Techniques of data collection.
  • Variables, sampling, hypothesis, reliability and validity.

  • 4. Sociological Thinkers:


  • Karl Marx – Historical materialism, mode of production, alienation, class struggle.
  • Emile Durkhteim – Division of labour, social fact, suicide, religion and society.
  • Max Weber – Social action, ideal types, authority, bureaucracy, protestant ethic and the spirit of capitalism.
  • Talcolt Parsons – Social system, pattern variables.
  • Robert K. Merton – Latent and manifest functions, conformity and deviance, reference groups.
  • Mead – Self and identity.

  • 5. Stratification and Mobility :


  • Concepts – equality, inequality, hierarchy, exclusion, poverty and deprivation.
  • Theories of social stratification – Structural functionalist theory, Marxist theory, Weberian theory.
  • Dimensions – Social stratification of class, status groups, gender, ethnicity and race.
  • Social mobility – open and closed systems, types of mobility, sources and causes of mobility.

  • 6. Works and Economic Life :


  • Social organization of work in different types of society – slave society, feudal society, industrial capitalist society.
  • Formal and informal organization of work.
  • Labour and society.

  • 7. Politics and Society:


  • Sociological theories of power.
  • Power elite, bureaucracy, pressure groups and political parties.
  • Nation, state, citizenship, democracy, civil society, ideology.
  • Protest, agitation, social movements, collective action, revolution.

  • 8. Religion and Society :


  • Sociological theories of religion.
  • Types of religious practices: animism, monism, pluralism, sects, cults.
  • Religion in modern society: religion and science, secularization, religious revivalism, fundamentalism.

  • 9. Religion and Society :


  • Family, household, marriage.
  • Types and forms of family.
  • Lineage and descent.
  • Patriarchy and sexual division of labour.
  • Contemporary trends.

  • 10. Religion and Society :


  • Sociological theories of social change.
  • Development and dependency.
  • Agents of social change.
  • Education and social change.
  • Science, technology and social change.

  • UPSC SOCIOLOGY PAPER– II

    INDIAN SOCIETY : STRUCTURE AND CHANGE

    A. Introducing Indian Society :


    (i) Perspectives on the Study of Indian Society :

  • Indology (G.S. Ghure).
  • Structural functionalism (M. N. Srinivas).
  • Marxist sociology (A. R. Desai).

  • (ii) Impact of colonial rule on Indian society:

  • Social background of Indian nationalism.
  • Modernization of Indian tradition.
  • Protests and movements during the colonial period.
  • Social reforms.

  • B. Social Structure:


    (i) Rural and Agrarian Social Structure:

  • The idea of Indian village and village studies.
  • Agrarian social structure—
    evolution of land tenure system, land reforms.

  • (ii) Caste System:

  • Perspectives on the study of caste systems: G. S. Ghurye, M. N. Srinivas, Louis Dumont, Andre Beteille.
  • Features of caste system.
  • Untouchability-forms and perspectives.

  • (iii) Tribal Communities in India:

  • Definitional problems.
  • Geographical spread.
  • Colonial policies and tribes.
  • Issues of integration and autonomy.

  • (iv) Social Classes in India:

  • Agrarian class structure.
  • Industrial class structure.
  • Middle classes in India.

  • (v) Systems of Kinship in India:

  • Lineage and descent in India.
  • Types of kinship systems.
  • Family and marriage in India.
  • Household dimensions of the family.
  • Patriarchy, entitlements and sexual division of labour.

  • (vi) Religion and Society :

  • Religious communities in India.
  • Problems of religious minorities.

  • C. Social Changes in India:


    (i) Visions of Social Change in India:

  • Idea of development planning and mixed economy.
  • Constitution, law and social change.
  • Education and social change.

  • (ii) Rural and Agrarian Transformation in India:

  • Programmes of rural development, Community Development Programme, cooperatives, poverty alleviation schemes.
  • Green revolution and social change.
  • Changing modes of production in Indian agriculture.
  • Problems of rural labour, bondage, migration.

  • (iii) Industrialization and Urbanisation in India:

  • Evolution of modern industry in India.
  • Growth of urban settlements in India.
  • Working class: structure, growth, class mobilization.
  • Informal sector, child labour.
  • Slums and deprivation in urban areas.

  • (iv) Politics and Society :

  • Nation, democracy and citizenship.
  • Political parties, pressure groups, social and political elite.
  • Regionalism and decentralization of power.
  • Secularization.

  • (v) Social Movements in Modern India :

  • Peasants and farmers movements.
  • Women’s movement.
  • Backward classes & Dalit movements.
  • Environmental movements.
  • Ethnicity and Identity movements.

  • (vi) Population Dynamics :

  • Population size, growth, composition and distribution.
  • Components of population growth: birth, death, migration.
  • Population Policy and family planning.
  • Emerging issues: ageing, sex ratios, child and infant mortality, reproductive health.

  • (vii) Challenges of Social Transformation :

  • Crisis of development : displacement, environmental problems and sustainability.
  • Poverty, deprivation and inequalities.
  • Violence against women.
  • Caste conflicts.
  • Ethnic conflicts, communalism, religious revivalism.
  • Illiteracy and disparities in education.

  • STATISTICS PAPER–I

    1. Probability :


    Sample space and events, probability measure and probability space, random variable as a measurable function. distribution function of a random variable, discrete and continuous-type random variable, probability mass function, probability density function, vector-valued random variable, marginal and conditional distributions, stochastic independence of events and of random variables, expectation and moments of a random variable, conditional expectation, convergence of a sequence of random variable in distribution, in probability, in path mean and almost everywhere, their criteria and inter-relations, Chebyshev’s inequality and Khintchine’s weak law of large numbers, strong law of large numbers and Kolmogoroffs theorems, probability generating function, moment generating function, characteristic function, inversion theorem, Linderberg and Levy forms of central limit theorem, standard discrete and continuous probability distributions.

    2. Statistical Inference:

     
     

    Consistency, unbiasedness, efficiency, sufficiency, completeness, ancillary statistics, factorization theorem, exponential family of distribution and its properties, uniformly minimum variance unbiased (UMVU) estimation, Rao Blackwell and Lehmann-Scheffe theorems, Cramer-Rao inequality for single Parameter. Estimation by methods of moments, maximum likelihood, least squares, minimum chisquare and modified minimum chisquare, properties of maximum likelihood and other estimators, asymptotic efficiency, prior and posterior distributions, loss function, risk function, and minimax estimator. Bayes estimators.

    Non-randomised and randomised tests, critical function, MP tests, Neyman-Pearson lemma, UMP tests, monotone likelihood ratio: similar and unbiased tests, UMPU tests for single paramet likelihood ratio test and its asymptotic distribution. Confidence bounds and its relation with tests.
    Kolmogorov’s test for goodness of fit and its consistency, sign test and its optimality. Wilcoxon signedranks test and its consistency, Kolmogorov-Smirnov two sample test, run test, Wilcoxon-Mann- Whitney test and median test, their consistency and asymptotic normality.
    Wald’s SPRT and its properties, Oc and ASN functions for tests regarding parameters for Bernoulli, Poisson, normal and exponential distributions. Wald’s fundamental identity.

    3. Linear Inference and Multivariate Analysis :

     
     

    An outline of fixed-population and super-population approaches, distinctive features of finite population sampling, propability sampling designs, simple random sampling with and without replacement, stratified random sampling, systematic sampling and its efficacy, cluster sampling, twostage and multi-stage sampling, ratio and regression methods of estimation involving one or more auxiliary variables, two-phase sampling, probability proportional to size sampling with and without replacement, the Hansen-Hurwitz and the HorvitzThompson estimators, non-negative variance estimation with reference to the Horvitz- Thompson estimator, non-sampling errors.
    Fixed effects model (two-way classification) random and mixed effects models (two-way classification with equal observation per cell), CRD, RBD, LSD and their analyses, incomplete block designs, concepts of orthogonality and balance, BIBD, missing plot technique, factorial experiments and 24 and 32, confounding in factorial experiments, split-plot and simple lattice designs, transformation of data Duncan’s multiple range test.

    STATISTICS PAPER–II

    1. Industrial Statistics :

     

    Process and product control, general theory of control charts, different types of control charts for variables and attributes, X, R, s, p, np and charts, cumulative sum chart. Single, double, multiple and sequential sampling plans for attributes, OC, ASN, AOQ and ATI curves, concepts of producer’s and consumer’s risks, AQL, LTPD and AOQL, Sampling plans for variables, Use of Dodge-Romin tables.
    Concept of reliability, failure rate and reliability functions, reliability of series and parallel systems and other simple configurations, renewal density and renewal function, Failure models: exponential, Weibull, normal, lognormal. Problems in life testing, censored and truncated experiments for exponential models.

    2. Optimization Techniques :

     

    Different types of models in Operations Research, their construction and general methods of solution, simulation and Monte-Carlo methods formulation of Linear Programming (LP) problem, simple LP model and its graphical solution, the simplex procedure, the two-phase metbod and the M-technique with artificial variables, the duality theory of LP and its economic interpretation, sensitivity analysis, transpotation and assignment problems, rectangular games, two-person zerosum games, methods of solution (graphical and algebraic).

    Replacement of failing or deteriorating items, group and individual replacement policies, concept of scientific inventory management and analytical structure of inventory problems, simple models with deterministic and stochastic demand with and without lead time, storage models with particular reference to dam type.
    Homogeneous discrete-time Markov chains, transition probability matrix, classification of states and ergodic theorems, homogeneous continuous-time Markov chains, Poisson process, elements of queuing theory, M/MI, M/M/K, G/M/l and M/G/1 queues.
    Solution of statistical problems on computers using wellknown statistical software packages like SPSS.

    3. Quantitative Economics and Official Statistics:

     

    Determination of trend, seasonal and cyclical components, Box-Jenkins method, tests for stationary series, ARIMA models and determination of orders of autoregressive and moving average components, fore-casting.
    Commonly used index numbers – Laspeyre’s, Paasche’s and Fisher’s ideal index numbers, cham-base index number, uses and limitations of index numbers, index number of wholesale prices, consumer price, agricultural production and industrial production, test fot index numbers -proportionality, time-reversal, factor-reversal and circular.
    General linear model, ordinary least square and generalized least squares methods of estimation, problem of multi-collinearity, consequences and solutions of multi-collinearity, autocorrelation and its consequences, heteroscedasticity of disturbances and its testing, test for independence of disturbances concept of structure and model for simultaneous equations, problem of identification-rank and order conditions of identifiability, two-stage least sauare method of estimation.
    Present official statistical system in India relating to population, agriculture, industrial production, trade and prices, methods of collection of official statistics, their reliability and limitations, principal publications containing such statistics, various official agencies responsible for data collection and their main functions.

    4. Demography and Psychometry :

     

    Demographic data from census, registration, NSS other surveys, their limitations. and uses, definition, construction and uses of vital rates and ratios, measures of fertility, reproduction rates, morbidity rate, standardized death rate, complete and abridged life tables, construction of life tables from vital statistics and census returns, uses of life tables, logistic and other population growth curves, fitting a logistic curve, population projection, stable population, quasi-stable population, techniques in estimation of demographic parameters, standard classification by cause of death, health surveys and use of hospital statistics.
    Methods of standardization of scales and tests, Z-scores, standard scores, T-scores, percentile scores, intelligence quotient and its measurement and uses, validity and reliability of test scores and its determination, use of factor analysis and path analysis in psychometry.