Journal of Mathematical Control Science
&
Applications
Vol. 8 No. 1 (January-June, 2022)
List of the articles will be uploaded soon ...
1. Green Integrated Model for Imperfect Production Process under Reliability
Author: S. V. SINGH PADIYAR et.al. DOWNLOAD
Submitted: Revised: Accepted:
How to Cite:
S. V. SINGH PADIYAR, VIPIN CHANDRA KURAIE, NAVEEN BHAGAT, S.R SINGH, AND HIMANI DEM
, 2022. Green Integrated Model for Imperfect Production Process under Reliability . Journal of Mathematical Control Science and Applications, 8(1), pp.1-13.
2. Fourth-Order Compact Method for Fisher's Equation
Submitted: Revised: Accepted:
How to Cite:
MUHAMMAD HAROON AFTAB et.al., 2022. Fourth-Order Compact Method for Fisher's Equation . Journal of Mathematical Control Science and Applications, 8(1), pp.15-24.
3. Cost Optimization in Preservation Technology for Products in Storage
Submitted: Revised: Accepted:
How to Cite:
M GOVINDHAN AND M MUTHUKUMAR, 2022. Cost Optimization in Preservation Technology for Products in Storage . Journal of Mathematical Control Science and Applications, 8(1), pp.25-31.
4. Stochastic Differential Equations with Non-Instantaneous Impulses, Non-Local Conditions and Infinite Delay
Submitted: Revised: Accepted:
How to Cite:
HUGO LEIVA et. al, Stochastic Differential Equations with Non-Instantaneous Impulses, Non-Local Conditions and Infinite Delay. Journal of Mathematical Control Science and Applications, 8(1), pp.33-55.
5. A Review on Least-Squares Methods for PDE Constrained Optimal Control Problems
Submitted: Revised: Accepted:
How to Cite:
SUBHASHREE MOHAPATRA, A Review on Least-Squares Methods for PDE Constrained Optimal Control Problems. Journal of Mathematical Control Science and Applications, 8(1), pp.57-69.
6. Role of Environmental Degradation on the Spread of Bacterial Diseases in a Human Habitat: The Effect of
Sanitation
Sanitation
Submitted: Revised: Accepted:
How to Cite:
SANDHYA RANI VERMA et.al., Role of Environmental Degradation on the Spread of Bacterial Diseases in a Human Habitat: The Effect of Sanitation. Journal of Mathematical Control Science and Applications, 8(1), pp.71-90.
7. Solutions to ABC-Fractional Order Neutral Mixed Integro Delay Differential Equations with Impulse
Submitted: Revised: Accepted:
How to Cite:
R. DEVIPRIYA et.al.,Solutions to ABC-Fractional Order Neutral Mixed Integro Delay Differential Equations with Impulse. Journal of Mathematical Control Science and Applications, 8(1), pp.91-105.
8. A Novel Technique To Solve Fractional Order Initial Value Problems
Submitted: Revised: Accepted:
How to Cite:
AJAY DIXIT AND AMIT UJLAYAN, 2022., A Novel Technique To Solve Fractional Order Initial Value Problems. Journal of Mathematical Control Science and Applications, 8(1), pp.107-119.
9. On Controllability of a Second-Order Non-Autonomous Stochastic Delay Differential Equation
Submitted: Revised: Accepted:
How to Cite:
A. RAHEEM, A. AFREEN, AND A. KHATOON, 2022. On Controllability of a Second-Order Non-Autonomous Stochastic Delay Differential Equation.Journal of Mathematical Control Science and Applications, 8(1), pp.1-17.
10. Blow Up of Solutions for a Coupled Viscoelastic Kirchhoff System with Distributed Delay Terms
Submitted: Revised: Accepted:
How to Cite:
HAZAL YUKSEKKAYA, ERHAN PISKIN, AND NADIA MEZOUAR, 2022. Blow Up of Solutions for a Coupled Viscoelastic Kirchhoff System with Distributed Delay Terms. Journal of Mathematical Control Science and Applications, 8(1), pp.19-32.
11. Effect of Time Delay on a Plankton-Fish Interaction Model with Food Limited Growth Rate and Harvesting
Author: R. P Gupta et.al. DOWNLOAD
Submitted: Revised: Accepted:
How to Cite:
R. P Gupta et.al., 2022. Effect of Time Delay on a Plankton-Fish Interaction Model with Food Limited Growth Rate and Harvesting. Journal of Mathematical Control Science and Applications, 8(1), pp.153-167.
12. Solutions to ABC-Fractional Order Neutral Mixed Integro Delay Differential Equations with Impulse
Submitted: Revised: Accepted:
How to Cite:
R. DEVIPRIYA et.al. , 2022. Solutions to ABC-Fractional Order Neutral Mixed Integro Delay Differential Equations with Impulse. Journal of Mathematical Control Science and Applications, 8(1), pp.169-183.
13. Odd Periodic Oscillations for Comb-Drive Fingers MEMS with Cubic Stiffness
Submitted: Revised: Accepted:
How to Cite:
O. LARREAL, L. MURCIA, AND D. NUNEZ, Odd Periodic Oscillations for Comb-Drive Fingers MEMS with Cubic Stiffness. Journal of Mathematical Control Science and Applications, 8(1), pp.185