GOVERNMENT OF PUDUCHERRY
Kanchi Mamunivar Government Institute for Post graduate Studies and Research
(Autonomous)-College With Potential for Excellence Accredited by NAAC B++Affiliated to pondicherry university
Accredited with B++ Grade by NAAC

Department of Statistics

DEPARTMENT OF STATISTICS

DEPARTMENT OF STATISTICS

  • Kanchi Mamunivar Centre for Post Graduate Studies, Puducherry was established in the year 1989 by the Government of Puducherry with the aim to provide Post graduate level education to the needy students in the Union territory of Pondicherry.
  • The department of statistics was started in the year 2019-2020 with a sanction strength of 20.
  • The faculty members of the department are highly dedicated in teaching and are also quality researchers.
  • With the services of these devoted staff members of this department, the department of Statistics is able to produce excellent results in M.Sc., programme.
  • The Department of Statistics has all the infrastructures required for all the programmes conducted. The department is equipped 200 book titles of advanced level of study in the Department library, though there is a general library.
  • After completion of their programmes, students were referred to various placement opportunities in reputed industries. Students were also encouraged to join PhD programmes
  • Many of our students have joined Ph.D. Statistics in various universities and cleared competitive examinations.
  • The Department has a practice of conducting BOS meeting regularly in which the curriculum is discussed elaborately and necessary changes in the  curriculum are made  according to need of the society.
  • Students are encouraged to join academically value added courses through NPTEL and SWAYAM/MOOC through IIT Bombay. Several students have cleared them 
  • Students also participate in the college placement drive. Many of our students are placed though these drives.
  • The department has separate Research computer Laboratory for the usage of research scholars and PG students.
  • The department conducts seminar, invited talks and programmes regularly to update the student’s knowledge in their domain.
  • The department insists all students to undergo Internship in Government of puducherry office / to taken up projects for a period of minimum 2 weeks. Extra audited 3credits (compulsory) are awarded to the students in this regard.
  • The department insists all the students to choose one inter disciplinary courses to enhance knowledge from other domains as a compulsory soft core paper.
  • The department follows the Continuous internal assessment process to test the knowledge of the students and marks awarded thereby are included in their aggregate of marks.
  • The Department conducts regular Parent Teacher meeting. The Parents are to meet the HOD, Teacher/ Mentee atleast once at the beginning, ( When admitting ) at the end of the first semester, at the end of the second semester and at end of the third semester. A record is maintained in this regard in the department.
  • The department has created an exclusive Whatsapp group for each class separately and all require intimations are informed in time.
  • The department has an Alumni Whatsapp group (passed out students) so that student may be contacted as and when required.

DEPARTMENT OF STATISTICS

LIST OF FACULTIES

Dr.A.MUTHU GANAPATHI SUBRAMANIAN

Assistant Professor/HEAD
Qualifications: M.Sc., M.Phil., Ph.D
Area of Specialization: Stochastic Process, Probability Theory & Queuing Theory
📞 9443484505 ✉️ csamgs1964@gmail.com

EMP CODE : 

Dr. C. ANANTHARAJ

Assistant Professor
Qualifications: M.Sc., M.Phil., Ph.D
Area of Specialization: Spatial statistics, Stochastic processes and its applications
📞 9840003173 ✉️ ashokigc@gmail.com

EMP CODE : 

* Pondicherry University recognised Ph.D guide

PROGRAMMES OFFERED

  • M.Sc. Statistics
SLNOTITLE OF THE PAPERJOURNAL NAMEISSN NUMBERMONTH OF PUBLICATIONLINK
1Transient Analysis of Single Server Queueing System with Loss and FeedbackInternational Journal of computer sciences and  Engineering2347-2693Mar/19httpss://www.ijcseonline.org/spl_pub_paper/53-ICCS18MT173.pdfrf
2Analysis of finite source queueing system with catastropheInternational Conference on computing sciences and Engineering2347-2693Mar/19httpss://www.ijcseonline.org/pdf_spl_paper_view.php?paper_id=795&2-ICCS18MT174.pdf
3Computational Approach for Transient Behaviour of M/M (a,b)/1 Bulk Service Queueing System with multiple vacation and discouraged customersScience, Technology and  Development0950-0707Oct/19httpss://journalstd.com/special-issue-1/
4Computational Approach for Transient behaviour of finite source Retrial Queuing Model with Impatient customersScience, Technology and Development0950-0707Oct/19httpss://journalstd.com/special-issue-1/
5Computational Approach for Transient Behaviour of M/M (a,b)/1 Bulk Service Queueing System with optional serviceJournal of scientific and computing1524-2560Mar/20httpss://jscglobal.org/volume-9-issue-3-2020/
6Computational Approach for Transient Behaviour of M/M (a,b)/1 Bulk Service Queueing System with Bernoulli vacation and reneging of customersJournal of Xidian university1001-2400Apr/20 
7Computational approach for Transient behaviour of finite source retrial queueing model with exhaustive type single vacationJournal of scientific and computing1524-2560May/20httpss://jscglobal.org/volume-9-issue-4-2020/
8Computational approach for Transient Behaviour of Single server Retrial queueing system with Non-pre emptive Priority servicesScience ,Technology and Development Journal0950-0707Jul/20httpss://journalstd.com/volume-ix-issue-7-2020/
9Computational approach for transient behaviour of M/M(a, b) /1 bulk service queueing system with multiple vacation and variable service rateSTRAD RESEARCH,0039-2049Nov/20 
10Computational approach for transient behaviour of M/M(a, b) /1 bulk service queueing system with working vacationJournal of Mathematical and Computational Science1927-5307Oct/20httpss://doi.org/10.28919/jmcs/4940
11Computational approach for transient behaviour of M/M(a,b)/1 bulk service queueing system with serve breakdown and repairMalaya Journal of Matematik 2021httpss://doi.org/10.26637/MJMS2101/0101
12Computational approach for transient behaviour of finite source retrial queueing model with exhaustive type single vacation, loss and feedbackMalaya Journal of Matematik 2021httpss://www.malayajournal.org/articles/MJMS210106.pdf
13Time dependent Retrial Queueing Model with Orbital search under non pre emptive priority serviceJournal of Mathematical and Computational Science1927-5307May/21httpss://doi.org/10.28919/jmcs/5042
14Computational approach for transient behaviour of M/M(a,b)/1 bulk service queueing system with multiple vacation and catastropheInternational journal of statistics and reliability engineering2456-2378(O)                        2350-0174(P)Jun/21https://ijsreg.com/index.php/ijsre/article/view/825
15Computational approach for transient behaviour of finite source retrial queueing model with Multiple vacation and Bernoulli ScheduleGIS Science Journal1869-9391Nov/21httpss://gisscience.net/volume-8-issue-11-2021/
16Time dependent Analysis for Retrial Priority  Model with Single Vacation  International journal of statistics and reliability engineering2456-2378(O)                        2350-0174(P)Oct/21httpss://ijsreg.com/article/view/time-dependent-analysis-for-retrial-priority-model-with-single-vacation
17Computational Approach for Transient Behaviour of M/M (a,b)/1 Bulk Service Queueing System with standby serverInternational conferences on Advances in materials,computing and communication technologies130030-1Jan/22httpss://doi.org/10.1063/5.0070736
18Computational Approach for Transient Behaviour of Finite Source Retrial Queueing Model with Multiple Vacations, Breakdown and RepairStochastic Modeling and Applications0972-3641Jan/22httpss://www.mukpublications.com/resources/4_INDHU_MUK_SMA.pdf
19Computational Approach for Transient Behaviour of Finite Source Retrial Queueing Model with Multiple Vacations and N-policyDickensian Journal0012-2440Mar/22 
20Computational Approach for Transient Behaviour of Finite Source Retrial Queueing Model with Multiple Vacations and Negative ArrivalECS Transactions6599-6606May/22httpss://iopscience.iop.org/article/10.1149/10701.6599ecst/meta
21Computational Approach for Transient Behaviour of Finite Source Retrial Queueing Model with Multiple Vacations and Closed downAdvances and Applications in Mathematical Sciences Aug/22httpss://www.mililink.com/upload/article/809949867aams_vol_2110_august_2022_a37_p6029-6047_j._indhumathi,_a.__muthu_ganapathi_subramaanian_and_gopal_sekar.pdf
22Computational approach to Transient solution for single unreliable server Retrial Queue under non-preemptive priorityCreative Mathematics and informatics1584-286XJan/22httpss://doi.org/10.37193/CMI.2022.01.06
23Computational approach for transient behaviour of finite source retrial queueing model with multiple vacations, loss and feedbackInternational conference on Advances in Applied and computational Mathematics020022-1Jun/23httpss://doi.org/10.1063/5.0139327
24Computational Approach for Transient Behaviour of Finite Source Retrial Queueing Model with Multiple vacations and RenegingJournal of Rajasthan Academy of Physical Sciences0972-6306Oct/22https://www.raops.org.in/icmsc.htm
25Computational approach for transient solution to M/M/1 retrial queue with catastrophe under non-preemptive priorityInternational conference on Advances in Applied and computational Mathematics0972-6306Jun/23httpss://doi.org/10.1063/5.0140437


CONTACT

Name : DR. Muthu Ganapathi Subramanian M.Sc.,M.Phil.,Ph.D

Designation : Associate professor and Head

Mobile Number : 9443484505

Application Form 2024-25