Bibliography

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A
AKCAN UMMAHAN, HAMAL NUKETAYKUT.  2015.  EXISTENCE AND MONOTONE ITERATION OF CONCAVE POSITIVE SYMMETRIC SOLUTIONS FOR A THREE-POINT SECOND-ORDER BOUNDARY VALUE PROBLEMS WITH INTEGRAL BOUNDARY CONDITIONS. Dynamic Systems and Applications. 24:11.
B
BIN WANG DA-, WANG XIA-YI.  2010.  EXISTENCE OF POSITIVE SOLUTIONS FOR NONLINEAR FIRST-ORDER IMPULSIVE DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 19:12.
BOHNER MARTIN, OSMAN MAHMOUD, SAKER SAMIR.  2017.  GENERAL HIGHER-ORDER DYNAMIC OPIAL INEQUALITIES WITH APPLICATIONS. Dynamic Systems and Applications. 26(1):15.
Bohner MJ, MAHMOUD RAMYR, SAKER SAMIRH.  2015.  IMPROVEMENTS OF DYNAMIC OPIAL-TYPE INEQUALITIES AND APPLICATIONS. Dynamic Systems and Applications. 24:13.
C
CASTILLO SAMUEL, PINTO MANUEL.  2010.  ASYMPTOTIC BEHAVIOR OF FUNCTIONAL DYNAMIC EQUATIONS IN TIME SCALE. Dynamic Systems and Applications. 19:13.
CHATZARAKIS GEORGEE, JADLOVSKA IRENA.  2018.  DIFFERENCE EQUATIONS WITH SEVERAL NON-MONOTONE DEVIATING ARGUMENTS: ITERATIVE OSCILLATION TESTS. Dynamic Systems and Applications. 27(2):28.
D
DHAGE BAPURAO.  2009.  APPLICABLE FIXED POINT THEORY IN FUNCTIONAL DIFFERENTIAL EQUATIONS ON UNBOUNDED INTERVALS. Dynamic Systems and Applications. 18:24.
DHAGE BAPURAOC.  2011.  THEORETICAL APPROXIMATION METHODS FOR HYBRID DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 20:23.
DIBLIK JOSEF, HLAVICKOVA IRENA.  2009.  COMBINATION OF LIAPUNOV AND RETRACT METHODS IN THE INVESTIGATION OF THE ASYMPTOTIC BEHAVIOR OF SOLUTIONS OF SYSTEMS OF DISCRETE EQUATIONS. Dynamic Systems and Applications. 18:31.
DOGAN ABDULKADIR.  2015.  ON THE EXISTENCE OF POSITIVE SOLUTIONS FOR THE ONE-DIMENSIONAL p-LAPLACIAN BOUNDARY VALUE PROBLEMS ON TIME SCALES. Dynamic Systems and Applications. 24:9.
DOGAN ABDULKADIR.  2015.  THE EXISTENCE OF POSITIVE SOLUTIONS FOR A SEMIPOSITONE SECOND-ORDER m-POINT BOUNDARY VALUE PROBLEM. Dynamic Systems and Applications. 24:9.
G
Graef JR, MOUSSAOUI TOUFIK.  2009.  POSITIVE SOLUTIONS FOR DISCRETE BOUNDARY VALUE PROBLEMS. Dynamic Systems and Applications. 18:9.
H
HUANG HAO, WANG QI-RU.  2008.  OSCILLATION OF SECOND-ORDER NONLINEAR DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 17:20.
K
KARACA ILKAY.  2009.  ON POSITIVE SOLUTIONS FOR HIGHER-ORDER BOUNDARY VALUE PROBLEMS WITH IMPULSE. Dynamic Systems and Applications. 18:14.
KARACA ILKAYYASLAN, TOKMAK FATMA.  2011.  EXISTENCE OF THREE POSITIVE SOLUTIONS FOR M-POINT TIME SCALE BOUNDARY VALUE PROBLEMS ON INFINITE INTERVALS. Dynamic Systems and Applications. 20:13.
KARACA ILKAY.  2008.  MULTIPLE POSITIVE SOLUTIONS FOR DYNAMIC m-POINT BOUNDARY VALUE PROBLEMS. Dynamic Systems and Applications. 17:18.
KARACA ILKAYYASLAN, YILMAZ OZLEM.  2010.  FOURTH-ORDER M-POINT BOUNDARY VALUE PROBLEMS ON TIME SCALES. Dynamic Systems and Applications. 19:21.
KARPUZ BASAK, ÖCALAN ÖZKAN.  2009.  OSCILLATION AND NONOSCILLATION OF FIRST-ORDER DYNAMIC EQUATIONS WITH POSITIVE AND NEGATIVE COEFFICIENTS. Dynamic Systems and Applications. 18:12.
KISIELEWICZ MICHAL.  2008.  WEAK COMPACTNESS OF WEAK SOLUTIONS TO BACKWARD STOCHASTIC DIFFERENTIAL INCLUSIONS. Dynamic Systems and Applications. 17:20.
L
LIU WENJUN, NGÔ QUÔCA, CHEN WENBING.  2010.  ON NEW OSTROWSKI TYPE INEQUALITIES FOR DOUBLE INTEGRALS ON TIME SCALES. Dynamic Systems and Applications. 19:10.
LIU YI, XUE XIAOPING.  2015.  THE MOTSCH-TADMOR MODEL WITH MULTIPLICATIVE WHITE NOISES IN FLOCKS. Dynamic Systems and Applications. 24:20.
M
MA RUYUN, O’REGAN DONAL.  2008.  ASYMPTOTIC NONUNIFORM NONRESONANCE CONDITIONS FOR A NONLINEAR DISCRETE BOUNDARY VALUE PROBLEM. Dynamic Systems and Applications. 17:11.
MAHMUDOV NAZIM, MCKIBBEN MARK.  2007.  ON A CLASS OF BACKWARD MCKEAN-VLASOV STOCHASTIC EQUATIONS IN HILBERT SPACE: EXISTENCE AND CONVERGENCE PROPERTIES. Dynamic Systems and Applications. 16:22.
Ö
ÖZTÜRK ÖZKAN, AKIN ELVAN.  2016.  CLASSIFICATION OF NONOSCILLATORY SOLUTIONS OF NONLINEAR DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 25:17.
P
PELEN NESLIHAN, GUVENILIR AYSE, KAYMAKÇALAN BILLUR.  2017.  SOME RESULTS ON PREDATOR-PREY DYNAMIC SYSTEMS WITH BEDDINGTON-DEANGELIS TYPE FUNCTIONAL RESPONSE ON TIME SCALE CALCULUS. Dynamic Systems and Applications. 26(1):15.