/
Book Publications

Publications of the faculty (Books/Research Articles)

1.      Proceedings of the KSCSTE sponsored State   Level Seminar on "Recent Developments in Statistics"(2007) Dr.SeethaLekshmi.V   and Ms.Denessamma Joseph  (Editors)

2.      Geometric Exponential Distributions: Generalizations and   Applications  (2009) Dr.SeethaLekshmi, V.  LAP Lambert  Academic Publishing

3.      Proceedings of the UGC Sponsored Seminar on Modern Applied Statistical Methods in Statistical Software’s (2009)  Dr.JohnyScaria, Dr.MathachanPathiyil and Dr.T.M.Jacob (Editors) Published by NARP Muvattupuzha

4.      Proceedings of the UGC  and KSCSTE Sponsored Seminar on New Trends in AppliedStatistical Methodology(2010)Dr.MathachanPathiyil ,  Dr.JohnyScaria, and Dr.T.M.Jacob (Editors) Published by NARP Muvattupuzha.

 

5.      Proceedings of the UGC Sponsored Seminar on  Process capability studies with special emphasis on computational techniques and recent trends in Statistics(2014)Dr.JohnyScaria, Dr.MathachanPathiyil and Dr.T.M.Jacob (Editors) Published by NARP Muvattupuzha

 

 
 Dr.Mathachan Pathiyil
  1. Mathachan Pathiyil and Jeevanand, E.S. (2005): Estimation of   some    reliability    measures of geometric distribution by least square procedure, Recent advances in Statistical theory and applications, STC publications -2005.
  2. Mathachan Pathiyil and Jeevanand, E.S. (2006): On the determination of the number of outliers
    in a geometric sample, Interstat, Article # 3, April - 2006,http://interstat.statjournals.net/. 
  1. Mathachan Pathiyil and Jeevanand, E.S. (2007): Estimation of the Reliability Measures of Geometric distribution in the presence of Outliers, Quality Technology and Quantitative Management, Vol.4, No. 1, 129-142.
  2. Mathachan Pathiyil and Jeevanand E. S. (2007) Semi parametric estimation of some reliability measures of geometric distribution, Journal of Modern Applied Statistical Methods, Vol.:6. No. 2, 492 – 502
  3. Mathachan Pathiyilet al.(2007). Estimation of the reliability measures of geometric distribution, vijnanacintamani, e-journal of sngcollege.org, http://www.sngcollege.info.
  4. Mathachan Pathiyilet al. (2008): On The Estimation of The Parameter Of Geometric Distribution Using Record Values”,Some Recent Innovations in Statistic, Publication of Department of Statistics, University of Kerala, 83 - 92.
  5. Mathachan Pathiyilet al. (2008): Record Values from Geometric Distribution and Associated Inference”,STARS : International Journal (Sciences ), Vol. 2, No. 2, 163 – 174.
  1. MathachanPathiyilet al. (2009): Integer Valued Skew Laplace Process and Stress- Strength models, Science and Society, 7(1), 37-48.
  2. MathachanPathiyil and Jeevanand, E.S. (2009): Estimation of the Residual Entropy Function of the Geometric Distribution when Outliers are present in the Sample, Proceedings of the Seminar on Modern Applied Statistical Methods in Statistical Software, 37-48.
  3. Mathachan Pathiyil and Jeevanand, E.S. (2009): Bayes Estimation of the Residual Entropy Function of the Geometric Distribution Using Record Values, Proceedings of the National Workshop on Bayesian Statistics and MCMC Methods Using BUGS and R, 105-111, Publication of the Department of Statistics, St.Thomas College, Pala.
  4. Mathachan Pathiyilet al. (2009): Discrete Laplace Distribution and Generalizations: Applications in Time Series Modeling and Stress – Strength Analysis, Proceedings of the National Workshop on Bayesian Statistics and MCMC Methods Using BUGS and R, 112-122, Publication of the Department of Statistics, St. Thomas College, Pala. 

Dr.Johny Scaria

1.      JohnyScaria and N.U Nair(1999). On Concomitants of order statistics from Morgenstern Family.Biometrical  Journal 41(4),483-489.

2.      JohnyScaria and N.U Nair(2003). On Concomitants of order statistics from Gumbels Type11 Bivariate Logistic and Uniform Distributions.Science&Society (2),33-39.

3.      JohnyScaria and N.U Nair(2005).Distribution of the Maximum of Concomitants of Selected Order Statistics from the Morgenstern Family. Journal of applied Statistical Science.14(3/4) 251-262

4.      Seetha Lekshmi, V., JohnyScaria and Jose, K.K., 2005: On min geometric stable distributions and their applications, Recent Advances in Statistical Theory and Applications, Proceedings of ISPS Conference conducted at St. Thomas College Pala on 4-6 Nov.2004, Vol.I, p.183-196.

5.      JohnyScaria and Jacob T.M(2005).Concomitants of order statistics from Morgenstern Type Gamma Distribution.STARS6(1)21-27.

6.      JohnyScaria and T.M.Jacob (2005).Distribution and Expected values of the Rank of the r th concomitant from the Morgenstern Family.Science&Society3(1) 41-48.

7.      JohnyScaria and T.M.Jacob Concomitants of Records from Morgenstern Family.Science&Society5(1) 31-40

8.      JohnyScaria and MathachanPathiyil (2007) Estimation of the Reliability Measures of Geometric Distribution. Vijnancintamani e-journal of sngscollege’org.

9.      JohnyScaria and MathachanPathiyil (2008).On the Estimation of the Patrameter of Geometric Distribution Using Record Values.Some Recent Innovations in Statistics. Published By Dept. Of Statistics ,University of Kerala.

10. JohnyScaria and MathachanPathiyil (2008).Record values friom Geometric Distribution and Associated Inference. STARS2(2 ),163-174.

11. JohnyScaria and Biju Thomas (2008).Concomitants of order statistics from  Generalized Morgenstern family.STARS 2(2)153-162.Johny Scaria and N.U Nair(2008).Distribution of extremes of r th concomitant from the Morgenstern Family.Statistical papers 49,109-119.

12. JohnyScaria and N.U Nair(2008).Mathematical models of Human Mortality: A Review.Recent Trends In Demographic Transitions.  Published by NARP, Muvattupuizha. 62-73

13. JohnyScaria and Biju Thomas (2010).Concomitants of Records from Bivariate CambanisFamily.Science&Society8(2) 

14. Gijo, E. V. and Scaria, J. (2011)‘Application of Taguchi method to optimize the characteristics of green sand in a foundry’, International Journal of Business Excellence,  4(2),191-201.

15. Gijo, E. V and JohnyScaria(2010). Application of SARIMA Model in Demand Forecasting: A Case study.Science& Society8(1) ,13-24

16. Gijo, E. V and JohnyScaria(2010).Reducing rejection and rework by application of Six Sigma methodology in manufacturing process. Int.Six Sigma and Competitive Advantage,6(1/2) 77-90. 

17. Gijo, E. V and JohnyScaria(2010).Quality Improvement of Manufacturing Process By Application of Six Sigma Methodlogy.Proceedings of the UGC Sponsored Seminar on Modern Applied Statistical Methods in Statistical Software’s .Published by NARP Muvattupuzha.

18. JohnyScaria and N.U Nair(2010).General properties of Morgenstern Bivariate Gamma Distribution and Their Applications in Estimation.Statistics,44(2),155-167.

19. Gijo, E. V and JohnyScaria(2010).Forecasting Monthly Demand for Finished Products of a Manufacturing company.Proceedings of the UGC  and KSCSTE Sponsored Seminar on New Trends in AppliedStatistical Methodology.Published by NARP Muvattupuzha.

20. Gijo, E. V and JohnyScaria (2010).Quality Improvement of Manufacturing Process by Application of Six Sigma Methodlogy. Proceedings of the UGC Sponsored Seminar on Modern Applied Statistical Methods in Statistical Software’s .Published by NARP Muvattupuzha.

21. JohnyScaria and Biju Thomas (2011).Concomitants of order statistics from Bivariate CambanisFamily.Science&Society9(1) .49-62.

22. Gijo, E. V and JohnyScaria (2011). ‘Application of Taguchi method to optimize the characteristics of green sand in a foundry’, International Journal of Business Excellence, 4(2),191-200.

23. Gijo, E. V and JohnyScaria (2011).Application of Six sigma Methodology to reduce Defects of a grinding process. Quality and Reliability Engineering International. DOI; 10,1002/qre.1212. 

24.  Gijo, E. V and JohnyScaria and Jiju Antony (2011) Application of Six Sigma Methodology to reduce defects of a grinding process, Quality  and Reliability Engineering International,27,1221-1234.

25. Gijo, E. V and JohnyScaria (2013) Reducing patient waiting time in a pathology department  using the six sigma methodology, Leadership in Health services Emerald Publishers U.K. 26(4),253-267.

26. Gijo, E. VandJohnyScaria (2012).Product design by Application of Taguchi’s Robust Engineering Using Computer Simulation. International Journal of Computer Integrated Manufacturing.Vol25 No.9 pp761-773.

27. Gijo, E. VandJohnyScaria (2012).Application of statistical techniques for improving yield of a manufacturing process. International Journal of Business Excellence. Vol6(3) pp-361-375.

28. JohnyScaria and Biju Thomas (2012). Concomitants of Record from Cambanis Bivariate gamma distribution. Science & Society 10(1) pp45-52.(ISSN NO.0973-0206)

29. JohnyScaria and Biju Thomas (2012). Concomitants of order statistics from two sided power series distribution. Science & Society 10(2).pp155-162. .(ISSN NO.0973-0206)

30. JohnyScaria and Biju Thomas (2012). Second Order statistics from Morgenstern Bivariate Family. J.Applied Statistical Science,21(1),63-76.

31.Gijo, E. VandJohnyScaria(2013).Application of statistical techniques for improving yield of a manufacturing process, International journal of business excellence, 6(3), 361-375.

32.Gijo, E. VandJohnyScaria(2013).Process improvement through six sigma with beta correction: a case study of manufacturing company, The international of Advanced Manufacturing Technology(ISSN 0268-3768), DOI 10.1007/s00170-013-5483-y,  Accepted and on line version is available

33.JohnyScaria and Sithara Mohan (2013). Concomitants of order statistics from Cambanis bivariate Logistic Distribution.Science & Society, 11(1), 11-25.

34.JohnyScaria and Jose Joseph M (2014): Application of Six sigma Methodology in reducing oil consumption in a manufacturing  process . International journal of business excellence(Accepted).

35. JohnyScaria and Biju Thomas (2014): Concomitants of order statistics from Bivariate Generalised Morgenstern and Cambanisfamiles , Proceedings of the UGC Sponsored Seminar on  Process capability studies with special emphasis on computational techniques and recent trends in Statistics, Published by NARP Muvattupuzha.

36.Gijo, E. VandJohnyScaria(2013),Improving the performance of Repairable system using reliability models,Collection of recent statistical methods and applications,209-219,Department of Statistics University of Kerala.


Dr.SeethaLekshmi,V. 

  1. Jose, K.K. and SeethaLekshmi, V. 1999:On Geometric Exponential distribution and its applications, J. Ind. Statist. Assoc., 37, 51-58.

  2. Jose, K.K. and SeethaLekshmi, V. 1999:Stationary first order auto regressive time series models with geometric exponential Marginals and their generalizations, Proceedings of U.G.C sponsored National Seminar held at St .Thomas College  Palai (18-20 March 1999)

  3. SeethaLekshmi, V. and Jose, K.K., 2001: A Subordinated process with Geometric exponential operational time, Calcutta Statistical Association Bulletin, 51, 203-204.

  4. SeethaLekshmi, V. and Jose, K.K., 2002: Geometric Mittag-Leffler Tailed autoregressive processes, Far East J. Theo. Stat. 6(2) 147-153.

  5. SeethaLekshmi, V. and Jose, K.K., 2002: Geometric Gamma distribution and its properties, STARS Int. Journal, 3, 1, 10-15.

  6. SeethaLekshmi, V., Joy Jacob and Jose, K.K., 2003: Generalized Laplacian and geometric alpha Laplace distributions with applications in time series modeling, Statistical Methods, 5(2), 140-155.

  7. SeethaLekshmi, V. and Jose, K.K., 2003: Autoregressive models in geometric exponential tailed marginal distributions, Journal of Statistical Studies, Vol.23, 33-37.

  8. SeethaLekshmi, V. and Jose, K.K., 2004: An autoregressive process with geometric a-Laplace Marginals, Statistical Papers, 45, 337-350.

  9. SeethaLekshmi, V. and Jose, K.K., 2004: Geometric Mittag-Leffler distributions and processes, Journal of Applied Statistical Science, 13, 4, 335-342.

  10. SeethaLekshmi, V., JohnyScaria and Jose, K.K., 2005: On min geometric stable distributions and their applications, Recent Advances in Statistical Theory and Applications, Proceedings of ISPS Conference conducted at St. Thomas College Pala on 4-6 Nov.2004, Vol.I, p.183-196.

  11. SeethaLekshmi, V. and Jose, K.K., 2005: On min geometric exponential distributions and processes,STARS Int. Journal, Vol.6, No.1, 12-20.

  12. Jose, K.K., Uma, P. and SeethaLekshmi, V 2005: Geometric generalized a-Lap lace distribution and Process, STARS Int. Journal, Vol.6, No.2, 1-16.

  13. SeethaLekshmi, V. and Jose, K.K., 2006: Auto regressive Process with Pakes and geometric Pakes generalized LinnikMarginals, Statistics and Probability Letters, Vol.76, 318-326.

  14. SeethaLekshmi, V. and Jose, K.K., 2006: On Min Geometric Semi Pareto Distribution and Processes,StochasticModeling and Applications, Vol.9,No.1, 55-60.

  15. Jose, K.K., Uma, P. and SeethaLekshmi, V., 2007: On Min Geometric Generalized Pareto Processes and their applications in Financialmodeling, STARS Int. Journal, Vol.1, No.1, 18-29.

  16. 16.   SeethaLekshmi, V. and Jose, K.K., 2007: Discrete Laplace Processes, Stochastic modeling and applications Vol.10,Nos1&2,46-56

  17. SeethaLekshmi, V. and Jose, K.K., 2008: Discrete skew Laplace Processes, International Journal of Agricultural and Statistical Sciences (IJASS) Vol.4, No.2, Dec.

  18. SeethaLekshmi, V. MathachanPathiyil and Jose, K.K., 2009 Integer Valued  skew Laplace Processes and Stress –Strength Models, Science and Society ,7(1),37-48.

  19. SeethaLekshmi, V. MathachanPathiyil and Jose, K.K., 2009 Discrete Laplace distribution and generalization-Application in Time Series Modeling and Stress Strength analysis-Proceedings of the UGC sponsored National Workshop  on Bayesian Statistics &MCMC Methods using Open BUGS & R,112-122

  20. KanichukattuKorakutty Jose, Padmini Uma, VanajaSeethaLekshmi, and Hans Joachim  Haubold,2010.Generalized Mittag-Leffler Distributions and Processes  for Applications in Astrophysics and Time Series Modeling(2010) .Proceedings of the Third UN/ESA/NASA Workshop on the International Heliophysical Year 2007,Springer-Verlag Berlin Heidelberg

  21. SeethaLekshmi, V. and Jose, K.K. 2010:Recent Developments in the theory and applications of Geometric Stable and Geometrically Infinitely divisible distributions (2010)  AryaBhatta Journal Of Mathematics & Informatics Vol.2,No.1,123-132.

    22. Seetha Lekshmi, V and Catherine Thomas (2012)Some Generalizations of Poisson Processes,          Journal of Statistical Theory and Applications, Volume 11, Number 3,pp.               225-235 (ISSN 1538-7887)

    23. Seetha Lekshmi, V and Catherian Thomas(2012)On q-exponential count models Journal of Applied Statistical Science  Vol .20(2)pp149-157, ISSN: 1067-5817

    24. Seetha Lekshmi, V. and Catherine Thomas (2013)Count Model with Gamma and ErlangInterarrival time distributions, Far East Journal of Theoretical Statistics, Vol.44,                  No.1, pp 83-92  (ISSN: 0972-0863)

    25. Seetha Lekshmi, V and Catherian Thomas(2013) On two parameter Mittag-Leffler count models, Mathematical Sciences International Research Journal Vol.2  Issue 2  pp               453- 457(ISSN 2278-8697)

    26.  Seetha Lekshmi, V and Simi Sebastian(2013) On a discrete version of Laplace distribution and its application in financial modeling, Far East Journal of Theoretical Statistics,            Vol.42, No.2, pp123-135( ISSN: 0972-0863)

    27.  Seetha Lekshmi, V and Simi Sebastian(2013) On a discrete Version of Bilateral Gamma Density, Mathematical Sciences International Research Journal Vol.2,Issue2 pp 249-             253, (ISSN2278-8697)

    28. Seetha Lekshmi, V and Simi Sebastian(2013) On negative binomial difference distribution and its properties ,Proceedings of UGC Sponsored National Seminar Advances in              Statistical Theory and Computational Applications on  29-30 August2013, pp10-16

    29. Seetha Lekshmi, V and Simi Sebastian(2014)A skewed Generalized Discrete Laplace distribution (2014)International Journal of Mathematics and Statistics Invention Vol.2             (3)   pp 95-102,(E-ISSN: 2321 – 4767 P-ISSN: 2321 – 4759)


Dr.T.M.Jacob

  1. N.Balakrishna and Jacob,T.M.(1997) Sequential estimation of autoregressive parameter of RCAR(1) model, Far East Journal of Theoretical Statistics,1(1),1-14.

  2. Jacob T.M. and Balakrishna N., (1998) : “Sequential estimation of the mean of a first order Random Coefficient Auto-Regressive Process”, Journal of Indian Statistical Association,Vol.36, 141-155.

  3. T.M.Jacob and Balakrishna N., (2003) Parameter estimation in minification processes Communications in Statistics: Theory and Methods Vol.81,168-176.

  4. T.M.Jacob, Stephan Joseph, Mathew, P.M, (2004), Estimates of Genetic Load in Eight inbreeding tribal populations of Kerala, J. Cytol. Genet. 5(NS) 39-43.

  5. JohnyScaria and Jacob,T.M. (2005) Distribution and Expected values of the rank  of the rth  concomitant from the Morgenton family, Science and Society.

  6. T.M.Jacob (2005) Structral Equation model for India Software Export Success factors.  Ind. J. Multi Res. VolI 47-60.

  7. T.M.Jacob(2007) Non parametric estimation of reversed hazard rate, Calcutta Statistical Association Bulletin, 59, 55-68, 2007.

  8. T.M.Jacob (2010) Stratification and population structure of the genetic resources of ancient medicinal rice (Oryzasativa L.) landrace Njavara. Genetic Resources and Crop Evolution.