DCDIS：Dynamics of Continuous, Discrete and Impulsive Systems

DCDIS: Dynamics of Continuous, Discrete and Impulsive Systems

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Series A: Mathematical Analysis
Volume 33 Number 1 (2026)

TABLE OF CONTENTS

1
A Study of Quasilinear Elliptic Obstacle Problems: Employing Young Measure Theory and the Kinderlehrer-Stampacchia Theorem
M. Allalou, H. El Hammar and A. Raji
Abstract | Full Text: [ PDF (382 kB) ] | Pages 1-16

2
Exponential Decay of a Heat Porous Thermoelastic System in the Presence of Distributed Delay Without Frictional Damping
C. Boulkheloua, H.E. Khochemane
Abstract | Full Text: [ PDF (353 kB) ] | Pages 17-47

3
Existence of Periodic Solutions and Bifurcation of Fractional Differential Equation
F. Keshtkar
Abstract | Full Text: [ PDF (624 kB) ] | Pages 49-63

4
Mathematical Analysis of a Fractional Order Epidemic Model to predict the Spread of COVID-19 in Morocco
F. Cherkaoui, M. Zbair, A. Qaffou and K. Hilal
Abstract | Full Text: [ PDF (670 kB) ] | Pages 65-81

1	A Study of Quasilinear Elliptic Obstacle Problems: Employing Young Measure Theory and the Kinderlehrer-Stampacchia Theorem M. Allalou, H. El Hammar and A. Raji Abstract \| Full Text: [ PDF (382 kB) ] \| Pages 1-16

2	Exponential Decay of a Heat Porous Thermoelastic System in the Presence of Distributed Delay Without Frictional Damping C. Boulkheloua, H.E. Khochemane Abstract \| Full Text: [ PDF (353 kB) ] \| Pages 17-47

3	Existence of Periodic Solutions and Bifurcation of Fractional Differential Equation F. Keshtkar Abstract \| Full Text: [ PDF (624 kB) ] \| Pages 49-63

4	Mathematical Analysis of a Fractional Order Epidemic Model to predict the Spread of COVID-19 in Morocco F. Cherkaoui, M. Zbair, A. Qaffou and K. Hilal Abstract \| Full Text: [ PDF (670 kB) ] \| Pages 65-81