Stochastic Modeling  & Applications



 
ISSN: 0972-3641



Vol. 25 No. 2 (July, 2021)


(List of the articles will be uploaded Soon)





1. MARKOV CHAIN MODELLING OF PERSISTENCY FOR LIFE INSURANCE IN INDIA 


Author: GURPRIT GROVER, RICHA SAINI, VAJALA RAVI, MANOJ KUMAR VARSHNEY           



Received: 28th February 2021       Revised: 30th March 2021          Selected: 09th April 2021



How to Cite:  
   
 


Grover, G., Saini, R., Ravi, V. and  Varshney, M.K., 2021. Markov Chain Modelling of Persistency for

Life Insurance in India. 
Stochastic Modeling and Applications, 25(2).





2. ESTIMATION OF SURVIVAL PROBABILITY FOR LUNG CANCER PATIENTS USING KAPLAN-MEIER

APPROACH
 


AUTHOR: JAYASANKAR RATHAKRISHNAN AND RAVANAN.R           



Received: 01st March 2021       Revised: 06th April 2021          Selected: 16th April 2021



How to Cite:  
    
 


Rathakrishnan, J. and  Ravanan.R., 2021. Estimation of Survival Probability for Lung Cancer Patients Using

Kaplan-Meier Approach. 
Stochastic Modeling and Applications, 25(2).





3. A NEW DISCRETE WEIBULL DISTRIBUTION AND ITS APPLICATION IN IMMUNOGOLD ASSAY DATA


AUTHOR: KRISHNAKUMARI.K AND DAIS GEORGE        



Received: 3rd April 2021       Revised: 06th July 2021          Selected: 20th July 2021



How to Cite:  
    
 


Krishnakumari, K. and  George, D., 2021. A New Discrete Weibull Distribution And Its Application In Immunogold

Assay Data. 
Stochastic Modeling and Applications, 25(2).





4. Second Hankel Determinant Bounds For Bi-Univalent Functions With Respect To

Symmetric Conjugate Points Defined By Horadam Polynomials


AUTHOR: jayaraman sivapalan & samy murthy        



Received: 19th April 2021       Revised: 26th July 2021          Selected: 26th August 2021



How to Cite:  
    
 


Sivapalan, J. and  Murthy, S., 2021. Second Hankel Determinant Bounds For Bi-Univalent Functions With 


Respect To Symmetric Conjugate Points Defined By Horadam Polynomials. 
Stochastic Modeling and Applications,

25(2).




5. TOTALLY UMBILICAL LIGHTLIKE HYPERSURFACES OF SASAKIAN  SPACE FORM 


AUTHOR: SUSHIL SHUKLA AND SHIKHA TIWARI



Received: 25th July 2021       Revised: 16th August 2021          Selected: 08th September 2021



How to Cite:  
    
 


Sushil Shukla and Shikha Tiwari, 2021. Totally Umbilical Lightlike Hypersurfaces of Sasakian  Space Form ,25(2).





6. MODELLING FOR OUTBREAK OF SWINE FLU USING FRACTIONAL DERIVATIVE 


AUTHOR: GAJANAN S. SOLANKE AND D. B. PACHPATTE 



Received: 30th July 2021       Revised: 20th August 2021          Selected: 08th September 2021



How to Cite:  
    
 


Gajanan S. Solanke and Deepak B. Pachpatte., 2021. Modelling for Outbreak of Swine Flu Using Fractional

Derivative. 
Stochastic Modeling and Applications,  25(2).





7. SOME OPERATIONS ON BIPOLAR INTUITIONISTIC FUZZY-IDEAL AND BIPOLAR INTUITIONISTIC

ANTI FUZZY -IDEAL OF A BP-ALGEBRA


AUTHOR: S.SIVAKAMINATHAN  , K.GUNASEKARAN  AND S.NANDAKUMAR



Received: 02nd July 2021       Revised: 27th August 2021          Selected: 16th September 2021



How to Cite:  
    
 


S.Sivakaminathan  , K.Gunasekaran  and S.Nandakumar., 2021. Some operations on Bipolar Intuitionistic Fuzzy-

Ideal and Bipolar Intuitionistic Anti Fuzzy -Ideal of a 
Bp-AlgebraStochastic Modeling and Applications,  25(2).





8. ANALYSIS AND PREDICTION OF ACTIVE INFECTION CASES FOR COVID-19 VIRUS IN INDIA, ITALY 

AND USA


AUTHOR: D. B. PACHPATTE AND G. S. SOLANKE



Received: 02nd July 2021       Revised: 27th August 2021          Selected: 16th September 2021



How to Cite:  
    
 


D. B. Pachpatte and G. S. Solanke et al., 2021. Analysis and Prediction of Active Infection Cases for Covid-19 Virus in 

India, Italy and USA. 
Stochastic Modeling and Applications,  25(2).




9. ANALYSIS OF FIBONACCI PRIMES & THEIR APPLICATION IN CRYPTOGRAPHY


AUTHOR: A. AGARWAL, S. AGARWAL, B.K. SINGH



Received: 07th July 2021       Revised: 28th August 2021          Selected: 20th September 2021



How to Cite:  
    
 


A. Agarwal, S. Agarwal, B.K. Singh, 2021. Analysis of Fibonacci Primes & Their Application in

Cryptography
Stochastic Modeling and Applications,  25(2).





10. STRUCTURES OF TERNARY SEMINEAR RING


AUTHOR: R. VIJAYAKUMAR AND A. DHIVYA BHARATHI



Received: 09th July 2021       Revised: 03rd September 2021          Selected: 23rd September 2021



How to Cite:  
    
 


R. Vijayakumar and A. Dhivya Bharathi, 2021. Structures of Ternary Seminear RingStochastic 

Modeling and Applications,  25(2).





11. BAYESIAN ESTIMATION IN M/D/1 QUEUE RELATIVE TO LINEX LOSS FUNCTION.


AUTHOR: DEENU NADAYIL



Received: 12th September 2021       Revised: 25th September 2021          Selected: 08th October 2021



How to Cite:  
    
 


Deenu Nadayil, 2021. Bayesian Estimation In M/D/1 Queue Relative to Linex Loss Function

Stochastic Modeling and Applications,  25(2).




12. ESTIMATION OF POPULATION VARIANCE IN THE PRESENCE OF   NON-RESPONSE BY IMPUTING

RATIO-TYPE ESTIMATORS FOR THE VARIANCE IN THE NON-RESPONSE STRATUM


AUTHOR: RAJ KUMARI BAHL AND M.C. AGRAWAL



Received: 05th June 2021       Revised: 30th September 2021          Selected: 22nd October 2021



How to Cite:  
    
 


Raj kumari Bahl & M.C. Agrawal, 2021Estimation Of Population Variance In The Presence Of   Non-Response By

Imputing Ratio-Type Estimators For The Variance In The Non-Response 
Stratum, Stochastic Modeling and

Applications,  25(2).





13. ON HENSTOCK - KURZWEIL SUMUDU TRANSFORM


AUTHOR: T.G.Thange, S.S.Gangane



Received: 12th June 2021       Revised: 01st October 2021          Selected: 22nd October 2021



How to Cite:  
    
 


T.G.Thange, S.S.Gangane, 2021. On Henstock - Kurzweil Sumudu TransformStochastic Modeling and Applications,

25(2).