RESEARCH PAPERS :

 

       A.  Research Paper   :

      1.    Professor. Ulhas J. Dixit

1. (With  K. D. Phal) : Estimation of  a scale parameter of  a truncated gamma distribution, n Soochow  Journal  of  Mathematics  Taipei,Taiwan , Vol.31, No.4, P.515-523, 2005

2. (With Muni Reddy): Mathematics Diagnostic Test for MA111 student at USP-Yes or No? , Journal of  Fijian Studies, 3(1),125-129,2005

3. (With Parviz N. Nasiri) Estimation of parameters of a right truncated exponential distribution Journal :  Statistical papers , 49,225-236, 2008

4. (with Kalpana D.Phal) Efficient estimation of parameters of an exponential distribution in the presence of outliers generated from Uniform distribution, Journal of Applied statistical Science, Vol.17(4), 495-504,2008

5. Actuarial Science – Financial Mathematics: Proceedings of the 7^th Seminar on Probability and Stochastic Processes, Iran , 43-57,2009.

6. (With Parviz F. Nasiri)  Estimation of the parameter of the exponential distribution in the presence of outliers using linex loss function, Accepted  for publication in American Journal of  Mathematical and Management sciences, 2009.

7. (with Shilpa Khare & M. Jabbari Nooghabi) Bayes estimation of the parameter of Gumbel’s  Bivariate Exponential distribution,  Aligarh Journal of Statistics,30,77-90, 2010

8. (With M. Jabbari Nooghabi) : Efficient Estimation in the Pareto Distribution, Statistical Methodology,Vol.7(6), 687-691, 2010

9. (With M.Jabbari Nooghabi) : Estimation of the parameters of gamma distribution in the presence  of outliers in right censored samples, Aligarh Journal of Statistics, 31,2011.

10. (With Shailaja Kelkar) Estimation of the Parameter of Binomial Distribution in the Presence of Outliers, Accepted for publication in Journal of Applied Statistical Science,2011.

11. (With M.Jabbari Nooghabi) Efficient Estimation in the Pareto Distribution with the Presence of Outliers , Statistical Methodology,  Vol.8(4),340-355,2011.

     2. Professor (Mrs.) Smita P. Nabar

1. With S.P. Barpande): A note on maximum likelihood estimator of the mode of binormal distribution Bin (,µ ,k) Journal of Indian Statistical Association,Vol.39,No.2, 2001

2. (with  S.C.Deshmukh) : On estimation of parameters of bilognormal distribution, Journal of Indian Statistical Association, Vol.40,No.2,2002.

3. Nabar,S.P. and Deshmukh ,S.C.:On estimation of parameters of bilognormal distribution,Journal of Indian statistical association 40,1,59-70 ,2002

4. (With S.P. Barpande): Inference on P( Y < X) in the Binormal distribution, Journal of The Indian Association for Productivity, Quality and Reliability  (IAPQR Transactions),Vol. 28,No.1, 2003,

5. (With J.I. Sipahimalani): Performance of a Laboratory in Proficiency Testing evaluation by Z-score : 4 easy steps : IDMA Bulletin XXXV(10),2004

6. With S.C.Deshmukh : Two-piece logistic distribution Journal of the Indian statistical Associate  Vol.42,1,2004,79-85,2004

7. Nabar,S.P. and Dalvi,A.C:. Sequential probability ratio test for the location parameaters of the Bilognormal distribution. Gujrat statistical review, 1-2,33-44,2005

8. Nabar, S.P. and Deshmukh S.C.(2006): The Epsilon-skew exponential power distribution, Journal of Indian Statistical,   Association,Vol 44,1,2006,1-15.

     3.      Dr. (Mrs.) Vaijayanti U. Dixit

1. (Invited) Left handed persons and related issues: The 6^th World Multiconference  on Systemics,Cybernetics and Informatics . Proceedings,Vol. XIII, 2002 593-597, edited by Nagib Callaos,Greg,Whymark and William Lesso

2. (with U.J. Dixit) Testing of Parameters of a Right Truncated Exponential Distribution, American Journal of Mathematics and Management sciences,29(4), 363-369, 2002.

3. (with  U.J. Dixit  and M.V. Reddy)  :  Performance  of  FCAE  Diploma holders at USP;  South Pacific Journal of Natural Sciences; Vol. 20, pp. 62-63,2002

4. Estimation of parameters of mixed failure time distribution based on a extended modified sampling scheme; Commun. In Statist. Theory and Methods,  32(10), 1911-1923,2003.

 4.    Dr. Santosh Gite

1. An order level Inventory model for Item with Finite Rate of Replenishment Dependent on  Inventory Level and Time Dependent Deterioration, Int.J.Agricult & Statistical Science,Vol3,No.2,PP-533-540,2007.

2. An Economic order quantity model for perishable item under permissible delay in payment and variable rate of deterioration, International Journal of Statistics and system, Volume 4 No.1 (2009), PP. 1-12 .