BEHAVIOUR OF THE NEW CLASS OF THE RATIONAL DIFFERENCE EQUATIONS Vol. 4(2) July. 2016, No. 12, pp. 129-138 O. MOAAZ, MAHMOUD A.E. ABDELRAHMAN

ON THE GLOBAL BEHAVIOR OF A HIGHER-ORDER NONAUTONOMOUS RATIONAL DIFFERENCE EQUATION MOHAMED AMINE KERKER AND ASMA BOUAZIZ

GLOBAL CHARACTER OF SYSTEMS OF RATIONAL DIFFERENCE EQUATIONS Vol. 3(1) Jan 2015, No. 21, pp. 204-214 YACINE HALIM

GLOBAL ATTRACTIVITY FOR NONLINEAR DIFFERENTIAL EQUATIONS WITH HADAMARD FRACTIONAL DERIVATIVE ASLI B. ¨OZAYDIN, FATMA KARAKOC

ASYMPTOTIC STABILITY AND OSCILLATORY BEHAVIOR OF A DIFFERENCE EQUATION Vol. 4(2) July. 2016, No. 20, pp. 227-233 HADI KHATIBZADEH AND TAREK F. IBRAHIM

ANALYSIS OF PERIODICITY FOR A NEW CLASS OF NON-LINEAR DIFFERENCE EQUATIONS BY USING A NEW METHOD MEHMET GUM¨ US

DYNAMICS OF A SYSTEM OF k−DIFFERENCE EQUATIONS Vol. 5(2) July 2017, No. 23, pp. 242-249 N. HADDAD, J. F. T. RABAGO

OSCILLATION RESULTS FOR SYSTEM OF DIFFERENTIAL EQUATIONS WITH SEVERAL DELAY TERMS OZKAN ¨ OCALAN

BEHAVIOR OF SOLUTIONS OF A CLASS OF NONLINEAR RATIONAL DIFFERENCE EQUATION Vol. 4(2) July. 2016, No. 8, pp. 78-87 E. M. ELABBASY1, M. Y. BARSOUM2, H. S. ALSHAWEE

ON THE DYNAMICS OF A RECURSIVE SEQUENCE Vol. 5(1) Jan. 2017, No. 20, pp. 196-201 H. EL-METWALLY, ·IBRAHIM YALÇINKAYA AND CENGIZ ÇINAR