Stochastic Modeling and Applications



 ISSN: 0972-3641


Vol. 25 No. 1 (January-June, 2021)


(UNDER PREPARATION)





1. WRAPPED GENERALIZED SKEW NORMAL DISTRIBUTION 

Author: C. SATHEESH KUMAR AND REEBA MARY ALEX                                         DOWNLOAD



Received: 28th August 2020       Revised: 30th September 2020          Selected: 26th October 2020




How to Cite:  
    


Kumar, C. S. and Alex, R., 2021. Wrapped Generalized Skew Normal Distribution. Stochastic Modeling and

Applications, 25(1).


 


2.  A CERTAIN SUBCLASS OF UNIFORMLY CONVEX FUNCTIONS DEFINED BY LAMBDA OPERATOR


AUTHOR:  B. ELIZABETH RANI, R. N. INGLE, Et Al.                                  DOWNLOAD


Received: 30th September 2020       Revised: 09th November 2020       Selected: 26th November 2020



How to Cite:   

Rani, B., Ungle, R., Reddy, P. and Venkateswarlu, B., 2021. A Certain Subclass of Uniformly Convex Functions

Defined by Lambda Operator. Stochastic Modeling and Applications, 25(1).







3.  SOME APPLICATIONS OF UNIFORMLY CONVEX FUNCTIONS WITH NEGATIVE COEFFICIENTS

DEFINED BY FRACTIONAL CALCULUS OPERATOR


AUTHOR:  SANTOSH V. NAKADE, RAJKUMAR N. ET Al.               DOWNLOAD


Received: 27th December 2020       Revised: 19th January 2021       Selected: 23rd  January 2021



How to Cite:   

Santosh N, S., Ingle, R. and Reddy, P., 2021. Some Applications Of Uniformly Convex Functions With Negative

Coefficients Defined By Fractional Calculus Operator
. Stochastic Modeling and Applications, 25(1).  








4.  SURVIVAL ANALYSIS FOR DIAGNOSING TUBERCULOSIS PATIENTS


AUTHOR:  SAKTHIVEL. E AND ANITHA. S                                        DOWNLOAD


Received: 13th December 2020       Revised: 16th January 2021       Selected: 25th January 2021



How to Cite:   

Sakthivel. E and Anitha. S., 2021. Survival Analysis for Diagnosing Tuberculosis Patients. Stochastic Modeling and

Applications, 25(1). 







5.  NEW SUBCLASS OF ANALYTIC FUNCTIONS WITH NEGATIVE COEFFICIENTS DEFINED BY

MITTAG-LEFFLER FUNCTION


AUTHOR:  Pasunoori Srinivasulu & V.Srinivas                                              DOWNLOAD


Received: 11th January 2021       Revised: 12th February 2021       Selected: 22nd February 2021



How to Cite:  

Srinivasulu, P. and Srinivas, V., 2021. New Subclass of Analytic Functions With Negative Coefficients Defined By

Mittag- Leffler Function. Stochastic Modeling and Applications, 25(1).







6.  A GENERALIZATION OF THE ZEROS OF THE MELLIN TRANSFORM OF HERMITE FUNCTIONS


AUTHOR:  Y. A. RATHER                                                                       DOWNLOAD


Received: 11th January 2021       Revised: 12th February 2021       Selected: 22nd February 2021



How to Cite:  

Rather, Y., 2021.A Generalization of the Zeros of The Mellin Transform of Hermite Functions . Stochastic Modeling

and Applications, 25(1).







7.  STATISTICAL INFERENCE ON STRESS-STRENGTH RELIABILITY OF MULTI COMPONENT SYSTEM 

UNDER WEIBULL- PARETO TYPE DISTRIBUTIONS


AUTHOR:  SHUBHASHREE JOSHI, PARAMESHWAR V. PANDIT Et. Al                      DOWNLOAD



Received: 28th January 2021        Revised: 01st March 2021         Selected: 07th March 2021



How to Cite:   

Shubhashree Joshi, Parameshwar V. Pandit ,Kala R. Nayak and Mahesh, P., 2021. Statistical Inference on 

Stress-strength Reliability of Multi component System under Weibull- Pareto Type Distributions. Stochastic 

Modeling and Applications, 25(1).







8.  ANALYSIS OF RELIABILITY, AVAILABILITY AND MAINTAINABILITY FOR ER/ER/1/N PHASE-TYPE 

QUEUEING MODEL


AUTHORS.R. SRUTHI & P.R. JAYASHREE                                  DOWNLOAD




Received: 29th January 2021        Revised: 05th March 2021         Selected: 09th March 2021



How to Cite:   

Sruthi, S.R. and Jayashree, P.R., 2021. Analysis of Reliability, Availability and Maintainability For Er/Er/1/N 

Phase-Type Queueing Model
. Stochastic Modeling and Applications25(1).







9. BOUNDS ON THE GENERALIZED PRIME NUMBER SYSTEM


AUTHOR:  Y. A. RATHER                                                    DOWNLOAD


Received: 16th January 2021       Revised: 19th February 2021       Selected: 14th March 2021



How to Cite:   


Rather, Y., 2021. Bounds on the Generalized Prime Number System. Stochastic Modeling and Applications, 25(1).








10. MARKOV MODEL OF COVID-19 DISEASE PROGRESSION


AUTHOR:  TIRUPATHI RAO PADI, KANIMOZHI.V *, AND SAKKEEL P.T                   DOWNLOAD


Received: 25th January 2021       Revised: 22nd March 2021       Selected: 30th March 2021



How to Cite:  


Rao. T.P.,  Kanimozhi.V and Sakkeel P.T .,2021. Hybrid Model for Improving Classification Accuracy

Stochastic Modeling 
and Applications, 25(1).








11. AN EXPLICIT SOLUTION FOR AN INVENTORY MODEL WITH POSITIVE LEAD TIME AND BACKLOGS


AUTHOR:  SANDHYA E, C.SREENIVASAN, SAJEEV S NAIR, AND RAJAN M.P               DOWNLOAD


Received: 13th February 2021       Revised: 15th May 2021       Selected: 05th June 2021



How to Cite:  


Sandhya.E., Sreenivasan.C., Nair. S. and Rajan, M.2021. An Explicit Solution for an Inventory Model with Positive 

Lead 
Time and BacklogsStochastic Modeling and Applications, 25(1).







12. A MATHEMATICAL MODEL FOR SEX-RELATED DIFFERENCES IN STIMULATED HYPOTHALAMIC

PITUITARY-ADRENAL AXIS DURING INDUCED GONADAL SUPPRESSION USING LOG-LOGISTIC

DISTRIBUTION


AUTHOR:  A. MANICKAM  AND A.LEEMA ROSE                                                                    DOWNLOAD


Received: 31st January 2021       Revised: 10th April 2021       Selected: 20th April 2021



How to Cite:  


Manickem. A., and Rose, A.L.,2021. A Mathematical model for Sex-Related Differences in Stimulated Hypothalamic

Pituitary-Adrenal Axis during Induced Gonadal Suppression using Log-Logistic Distribution
Stochastic

Modeling 
and Applications, 25(1).








13. A MATHEMATICAL MODEL FOR AUTOCRINE REGULATION OF GONOTROPIN- RELEASING HORMONE

SECRETION IN CULTURED HYPOTHALAMIC NEURONS



AUTHOR:  A.MANICKAM  AND R.KALAISELVI                                                                                          DOWNLOAD


Received: 25th January 2021       Revised: 11th April 2021       Selected: 20th April 2021



How to Cite:  


Manickem. A., and Kalaiselvi, R.2021. A Mathematical Model for Autocrine Regulation of Gonotropin-

Releasing Hormone Secretion in Cultured Hypothalamic Neurons
Stochastic Modeling 
and Applications, 25(1).








14. ANALYSIS OF FOUR BAR MECHANISM TO VALIDATE KINEMATIC ANALYSIS USING DH NOTATION 

APPROACH



AUTHOR:  PRAMOD BELKHODE & SHUBHANGI GONDANE                                        DOWNLOAD


Received: 29th January 2021       Revised: 22nd March 2021       Selected: 03rd April 2021



How to Cite:  


Belkhode. P.,  Gondane. S.2021. Analysis of Four Bar Mechanism To Validate Kinematic Analysis Using DH 

Notation Approach.Stochastic Modeling 
and Applications, 25(1).







15. HYBRID MODEL FOR IMPROVING CLASSIFICATION ACCURACY


AUTHOR:  SATYANARAYANA & ISMAIL B                                                         DOWNLOAD


Received: 21st January 2021       Revised: 13th March 2021       Selected: 20th March 2021



How to Cite:  


Satyanarayanaand Ismail, B.,2021. Hybrid Model for Improving Classification Accuracy. Stochastic Modeling 

and Applications, 25(1).







16.  ANALYSIS OF PREFERENCES OF INDIVIDUAL INVESTORS TOWARDS OPEN-ENDED EQUITY LINKED

TAX SAVINGS SCHEME (ELSS) USING LINEAR REGRESSION MODEL


AUTHOR:  K. VENKATA RAMI REDDY, A. SREERAM                                              DOWNLOAD



Received: 25th January 2021        Revised: 02nd March 2021         Selected: 05th March 2021



How to Cite:   

Reddy, K. and Sreeram, A., 2021. Analysis of Preferences of Individual Investors towards Open-Ended Equity Linked 

Tax Savings Scheme (ELSS) using Linear Regression Model. Stochastic Modeling and Applications, 25(1).








17.  FITTING OF GOMPERTZ MODEL BETWEEN RAINFALL AND GROUND WATER LEVELS BY USING 

PARTIAL SUMS METHOD – A CASE STUDY


AUTHOR:  RAJU SAKE , P. MOHAMMED AKHTAR                                                DOWNLOAD



Received: 21st January 2021       Revised: 01st March 2021       Selected: 05th March 2021



How to Cite:   

Sake, R. and Akhtar, P., 2021. Fitting of Gompertz model between Rainfall and Ground water levels by using Partial 

sums method – A case study. Stochastic Modeling and Applications, 25(1).








18. DATA VISUALIZATION USING TABLEAU


AUTHOR:  S.VASUNDHARA                                              DOWNLOAD


Received: 19th January 2021       Revised: 12th March 2021       Selected: 16th March 2021



How to Cite:  


Vasundhara, S., 2021. Data Visualization Using Tableau. Stochastic Modeling and Applications, 25(1).









19.  RANGE-BASED POSTERIOR AVERAGE CONTROL CHART


AUTHOR:  Sharada V. Bhat and Chetan Malagavi                              DOWNLOAD



Received: 21st January 2021       Revised: 10th February 2021       Selected: 23rd February 2021



How to Cite:  


Sharada V. Bhat qnd Chetan Malagavi, 2021. Range-Based Posterior Average Control Chart. Stochastic Modeling

and Applications, 25(1).









20.  MATHEMATICAL MODEL FOR INSULIN RECEPTOR SIGNALING IN THE GNRH NEURON PLAYS A ROLE

IN THE 
ABNORMAL GNRH PULSATILITY OF OBESE FEMALE MICE


AUTHOR:  A. MANICKAM AND R. KALAISELVI                                       DOWNLOAD     



Received: 06th March 2021       Revised: 15th April 2021       Selected: 16th June 2021



How to Cite:   


MANICKAM, A. and KALAISELVI, R., 2021. A Mathematical Model For Insulin Receptor Signaling In The GNRH 

Neuron Plays A Role In The Abnormal GNRH Pulsatility Of Obese Female Mice. Stochastic Modeling and

Applications, 25(1).








21.  A MATHEMATICAL MODEL FOR THE EFFECT OF PROLACTIN ON DAIRY COWS 


AUTHOR:  M. GAYATHRI AND M. CHANDRA MALAR                                        DOWNLOAD



Received: 06th March 2021       Revised: 17th April 2021       Selected: 17th June 2021



How to Cite:   


GAYATHRI, M. and CHANDRA MALAR, M., 2021. A Mathematical Model For The Effect Of Prolactin On Dairy

Cows’. Stochastic Modeling and Applications, 25(1).







22.   A MATHEMATICAL MODEL FOR HYPOTHALAMIC -PITUITARY - ADRENAL AXIS RESPONDS 

DIFFERENTLY TO MORNING AND EVENING PSYCHOLOGICAL STRESS IN HEALTHY PEOPLE USING 

GENERALIZED CAUCHY FAMILY OF DISTRIBUTIONS 
 


AUTHOR:  A. LEEMA ROSE and A. MANICKAM                                              DOWNLOAD



Received: 06th  March 2021       Revised: 13th April 2021       Selected: 20th June 2021



How to Cite:   


LEEMA ROSE, A. and MANICKAM, A., 2021. A Mathematical Model For Hypothalamic -Pituitary - Adrenal Axis

Responds Differently To Morning And Evening Psychological Stress In Healthy People Using Generalized Cauchy

Family Of Distributions. Stochastic Modeling and Applications, 25(1).