Stochastic Modeling  & Applications



 
ISSN: 0972-3641



Vol. 26 No. 1 (January-June, 2022)


(List of the articles will be uploaded Soon)

1. CONTROL CHART FOR NUMBER OF DEFECTIVES USING TRIANGULAR FUZZY NUMBERS 


AUTHOR: S. PRABU et.al.                     DOWNLOAD



Received: 30th October 2021       Revised: 25th December 2021          Selected: 07th January 2022



How to Cite:  
    
 


S. PRABU et.al., 2022. CONTROL CHART FOR NUMBER OF DEFECTIVES USING TRIANGULAR FUZZY

NUMBERS. 
Stochastic Modeling and Applications , 26(1).






2. EXISTENCE OF MAXIMAL AND MINIMAL SOLUTIONS FOR ATANGANA-BALEANU-CAPUTO TYPE

FRACTIONAL INTEGRODIFFERENTIAL EQUATIONS 


AUTHOR: SURESH K. GUDADE, MOHAMMED S. ABDO, AND SATISH K. PANCHAL      DOWNLOAD           



Received: 28th October 2021       Revised: 19th December 2021          Selected: 06th January 2022



How to Cite:  
    
 


SURESH K. GUDADE, MOHAMMED S. ABDO, AND SATISH K. PANCHAL., 2022. EXISTENCE OF MAXIMAL

AND MINIMAL SOLUTIONS FOR ATANGANA-BALEANU-CAPUTO TYPE 
FRACTIONAL

INTEGRODIFFERENTIAL EQUATIONS. 
Stochastic Modeling and Applications, 26(1).





3. FUZZY ATTRIBUTE CONTROL CHART FOR NUMBER OF DEFECTIVES USING PROCESS CAPABILITY 


AUTHOR: C. NANTHAKUMAR et.al.                                            DOWNLOAD



Received: 30th October 2021       Revised: 25th December 2021          Selected: 07th January 2022



How to Cite:  
    
 


C. NANTHAKUMAR et.al., 2022. CONTROL CHART FOR NUMBER OF DEFECTIVES USING TRIANGULAR

FUZZY NUMBERS. 
Stochastic Modeling and Applications, 26(1).




4. COMPUTATIONAL APPROACH FOR TRANSIENT BEHAVIOUR OF FINITE SOURCE RETRIAL QUEUEING

MODEL WITH MULTIPLE VACATIONS, BREAKDOWN AND REPAIR 


AUTHOR: INDHUMATHI et.al.                                     DOWNLOAD                       



Received: 15th November 2021                Revised: 07th January 2022              Selected: 12th January 2022



How to Cite:  
    
 


INDHUMATHI et.al., 2022. COMPUTATIONAL APPROACH FOR TRANSIENT BEHAVIOUR OF FINITE

SOURCE RETRIAL QUEUEING 
MODEL WITH MULTIPLE VACATIONS, BREAKDOWN AND

REPAIR. 
Stochastic Modeling and Applications, 26(1).





5. ON THE ESTIMATION OF CURE FRACTION USING POWER GOMPERTZ DISTRIBUTION UNDER BAYESIAN

APPROACH
 


AUTHOR: KOMAL GOEL et.al.                                                   DOWNLOAD                                



Received: 06th December 2021                Revised: 13th January 2022              Selected: 20th January 2022



How to Cite:  
    
 


KOMAL GOEL et.al., 2022. ON THE ESTIMATION OF CURE FRACTION USING POWER

GOMPERTZ DISTRIBUTION UNDER BAYESIAN APPROACH. Stochastic Modeling and Applications, 26(1).





6. 2b-COLORABILITY OF SOME WELL KNOWN GRAPHS 


AUTHOR: S.Saraswathi, M. Poobalaranjani                           DOWNLOAD                                                



Received: 12th December 2021                Revised: 19th January 2022              Selected: 31st January 2022



How to Cite:  
    
 


S.SARASWATHI, M. POOBALARANJANI, 2022. ON THE ESTIMATION OF CURE FRACTION USING POWER

GOMPERTZ DISTRIBUTION UNDER BAYESIAN APPROACH. Stochastic Modeling and Applications, 26(1).





7. TRUNCATION OF PICTURE FUZZY SOFT GRAPH 


AUTHOR: M. VIJAYA AND D. HEMA                                         DOWNLOAD                                                                    



Received: 13th December 2021                Revised: 29th January 2022              Selected: 02nd February 2022



How to Cite:  
    
 


M. VIJAYA AND D. HEMA, 2022. TRUNCATION OF PICTURE FUZZY SOFT GRAPH. Stochastic Modeling

and Applications, 26(1).





8. FUZZY CONTROL CHART BASED ON SIX SIGMA FOR MEAN USING RANGE 


AUTHOR: M.R. PAVITHRA AND DR. P. BALAMURUGAN                                         DOWNLOAD                                                                    



Received: 14th December 2021                Revised: 30th January 2022              Selected: 03rd February 2022



How to Cite:  
    
 


M.R. PAVITHRA AND DR. P. BALAMURUGAN, 2022. FUZZY CONTROL CHART BASED ON SIX SIGMA FOR

MEAN USING RANGE. 
Stochastic Modeling and Applications, 26(1).






9. IMPLEMENTATION OF NUMBER THEORETIC FUNCTION IN DEVELOPING DATA SECURITY ALGORITHM 


AUTHOR: S. MALIK, S. AGARWAL, A.S. UNIYAL                                        DOWNLOAD                                                                   



Received: 14th December 2021                Revised: 30th January 2022              Selected: 03rd February 2022



How to Cite:  
    
 


S. MALIK, S. AGARWAL, A.S. UNIYAL, 2022. IMPLEMENTATION OF NUMBER THEORETIC FUNCTION

IN DEVELOPING DATA SECURITY ALGORITHM. 
Stochastic Modeling and Applications, 26(1).




10. MATHEMATICAL MODEL FOR INSULIN THERAPY USING FUZZY RELIABILITY 


AUTHOR: SANCHAIKUMAR N AND KOMAHAN G                                 DOWNLOAD                                                                                        



Received: 17th December 2021                Revised: 30th January 2022              Selected: 05th February 2022



How to Cite:  
    
 


SANCHAIKUMAR N AND KOMAHAN G, 2022. MATHEMATICAL MODEL FOR INSULIN THERAPY USING 

FUZZY RELIABILITY. Stochastic Modeling and Applications, 26(1).






11. CYBER THREADS PREDICTION USING STRUCTURAL EQUATION MODELING (SEM) 


AUTHOR: SANKALP RAI                                                                         DOWNLOAD                                                             



Received: 19th December 2021                Revised: 
05th February 2022              Selected: 20th February 2022



How to Cite:  
    
 


SANKALP RAI, 2022. CYBER THREADS PREDICTION USING STRUCTURAL EQUATION MODELING

(SEM). 
Stochastic Modeling and Applications, 26(1).





12. KOMATU INTEGRAL OPERATOR RELATED TO ANALYTIC FUNCTIONS 


AUTHOR: S.SREELAKSHMI AND RAJKUMAR N.INGLE                                            DOWNLOAD                                                                                                                      



Received: 09th January 2022                Revised: 
05th February 2022              Selected: 10th March 2022



How to Cite:  
    
 


S.SREELAKSHMI AND RAJKUMAR N.INGLE, 2022. KOMATU INTEGRAL OPERATOR RELATED TO ANALYTIC

FUNCTIONS. 
Stochastic Modeling and Applications, 26(1).





13. BOUNDARY LAYER FLOW OVER A MOVING IN A NANOFLUID WITH VISCOUS DISSIPATION IN A

SATURATED POROUS MEDIA
 


AUTHOR: HIMANSHU CHAUDHARY et.al                                               DOWNLOAD                                                                                                                                                       



Received: 16th January 2022                Revised: 
07th February 2022                Selected: 15th March 2022



How to Cite:  
    
 


HIMANSHU CHAUDHARY et.al. 2022. BOUNDARY LAYER FLOW OVER A MOVING IN A

NANOFLUID WITH VISCOUS DISSIPATION IN A SATURATED POROUS MEDIA.

 
Stochastic Modeling and Applications, 26(1).






14. A COMPARISON OF CONTROL CHARTS BASED ON SIX SIGMA 


AUTHOR: S.JAYABHARATHI et.al.                                         DOWNLOAD                                                                                                                                                                                       



Received: 19th January 2022                Revised: 16
th February 2022                Selected: 20th March 2022



How to Cite:  
    
 


S.JAYABHARATHI et.al. . 2022. A COMPARISON OF CONTROL CHARTS BASED ON SIX SIGMA.

Stochastic Modeling and Applications, 26(1).






15. ON HOPF LIGHTLIKE HYPER SURFACES OF INDEFINITE COSYMPLETIC MANIFOLD 


AUTHOR: SUSHIL SHUKLA                                         DOWNLOAD                                                                                                                                                                                  



Received: 19th January 2022                Revised: 16
th February 2022                Selected: 20th March 2022



How to Cite:  
    
 


SUSHIL SHUKLA. 2022. ON HOPF LIGHTLIKE HYPER SURFACES OF INDEFINITE COSYMPLETIC

MANIFOLD
Stochastic Modeling and Applications, 26(1).





16. LOCATING THE POSITIONAL VALUES OF THE ANY FRACTIONS IN THE (FAREY AND STERN-BROCOT)

SEQUENCE, MATRIX
 


AUTHOR: S.DEEPA & A.GNANAM                                                                   DOWNLOAD                                                                                                                                                                  



Received: 20th January 2022                Revised: 18
th February 2022                Selected: 29th March 2022



How to Cite:  
    
 


SUSHIL SHUKLA. 2022. LOCATING THE POSITIONAL VALUES OF THE ANY FRACTIONS IN THE (FAREY AND

STERN-BROCOT) SEQUENCE, MATRIX
Stochastic Modeling and Applications, 26(1).