# Dr. R. Marimuthu Palanivel

Assistant ProfessorUniversity of Dammam, Saudi Arabia

**Highest Degree**

Ph.D. in Statistics from Annamalai University, Tamil Nadu, India

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University of Dammam, Saudi Arabia

**Highest Degree**

Ph.D. in Statistics from Annamalai University, Tamil Nadu, India

**Share this Profile**

100%

Social Sciences

62%

Stochastic Modeling

90%

Biostatistics

75%

Survival Analyses

55%

2013
### Ph.D.

#### Annamalai University, Tamil Nadu, India

Statistics

- Palanivel, R.M., 2016. A Study on Some Stochastic Models for HIV Infection and AIDS. LAP Lambert Academic Publishing, Germany, ISBN-13: 978-3-659-83118-8, Pages: 124.
- Pandiyan, P., S. Chandrabose, Manikandan and R.M. Palanivel, 2015. A stochastic model for HIV patients using three source of transmission. Int. J. Biol. Biomed. Sci., 4: 47-48.
- Palanivel, R.M., R. Vinoth and G. Parameshwari, 2015. Seroconversion of HIV infected with correlated intercontact times and antigenic diversity threshold with scbz property. Int. J. Multidisciplin. Res. Dev., 2: 548-553.

Direct Link | - Palanivel, R.M., P. Pandiyan and R. Sivasamy, 2014. Modeling a three state nonhomogeneous process with application to disease states of the Acquired Immunodeficiency Syndrome (AIDS). Math. Biosci., (In Press). .
- Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2014. Estimation of expected time to seroconversion of HIV infected with correlated intercontact times and antigenic diversity threshold with SCBZ property. Adv. Applied Math. Biosci., (In Press). .
- Loganathan, A., R. Vinoth, R.M. Palanivel, K. Kannadasan and P. Pandiyan, 2014. Inference on HIV affected people through shock model approach. Int. J. Pharmaceut. Sci. Bus. Manage., 2: 15-22.

Direct Link | - Pandiyan, P., M. Thirunaukkarasu, R. Vinoth, R.M. Palanivel and K. Kannadasan, 2012. Predicting the threshold in an organization on max (Y
_{1}, Y_{2}, Y_{3}, Y_{4}) through grade system. Int. J. Math. Arch., 3: 1342-1346.

Direct Link | - Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2012. Estimation of expected time for antigenic diversity to cross the threshold in HIV infection. Adv. Applied Math. Biosci., 3: 11-16.

Direct Link | - Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2012. Determination of expected time to seroconversion when the antigenic diversity threshold follows order statistic. Int. J. Statistika Mathematika, 3: 50-54.

Direct Link | - Vinoth, R., P. Pandiyan and R.M. Palanivel, 2011. Time to Attain Threshold Level through Multisource of HIV Transmission: Shock Model Approach through Stochastic Process. LAP LAMBERT Academic Publishing, Germany, ISBN-13: 978-3846542132, Pages: 72.
- Pandiyan, P., R.M. Palnivel, K. Kannadasan and R. Vinoth, 2011. An (s, S) inventory system with Bernoulli disaster. Int. J. Math. Arch., 2: 2762-2767.

Direct Link | - Pandiyan, P., R.M. Palanivel, K. Kannadasan and R. Vinoth, 2011. Simple computational methods for the analysis of (S, S) type inventory models. J. Curr. Res., 3: 60-67.

Direct Link | - Pandiyan, P., R. Agasthiya, R.M. Palanivel, K. Kannadasan and R. Vinoth, 2011. Expected time to attain the threshold level using multisource of HIV transmission-shock model approach. J. PharmTech Res., 3: 1088-1096.

Direct Link | - Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2011. A stochastic model to estimate the expected time to seroconversion of HIV infected. Bio Sci. Res. Bull., 27: 35-45.

Direct Link | - Pandiyan, P., R.M. Palanivel and R. Sivasamy, 2010. A single commodity inventory model with a general policy. J. Curr. Res., 4: 113-116.

Direct Link | - Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2010. A stochastic model to estimate expected time to seroconversion of HIV infected when the antigenic diversity threshold has three segments. Ultra Scientist, 22: 803-814.
- Palanivel, R.M., P. Pandiyan and R. Sathiyamoorthi, 2009. A stochastic model to estimate the expected time to seroconversion-threshold as sum of two components. J. Recent Res. Sci. Technol., 1: 151-154.

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