Bibliography

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MALINOWSKI MAREKT.  2015.  THE NARROWING SET-VALUED STOCHASTIC INTEGRAL EQUATIONS. Dynamic Systems and Applications. 24:20.
CAHLON BARUCH, SCHMIDT DARRELL.  2011.  NECESSARY CONDITIONS AND ALGORITHMIC STABILITY TESTS FOR CERTAIN HIGHER ODD ORDER NEUTRAL DELAY DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 20:23.
AGHAYEVA CHARKAZ.  2015.  NECESSARY CONDITIONS OF OPTIMALITY FOR STOCHASTIC SWITCHING CONTROL SYSTEMS. Dynamic Systems and Applications. 24:16.
JANKOWSKI TADEUSZ, JANKOWSKI ROBERT.  2011.  ON NEUTRAL DIFFERENTIAL EQUATIONS AND THE MONOTONE ITERATIVE METHOD. Dynamic Systems and Applications. 20:10.
KYURKCHIEV NIKOLAY, ILIEV ANTON, RAHNEV ASEN.  2019.  A NEW CLASS OF ACTIVATION FUNCTIONS BASED ON THE CORRECTING AMENDMENTS OF GOMPERTZ–MAKEHAM TYPE. Dynamic Systems and Applications. 28(2):16.
RAFEEQ SOBIA, HUSSAIN SABIR.  2019.  A NEW GRONWALL-BELLMAN TYPE INTEGRAL INEQUALITY AND ITS APPLICATION TO FRACTIONAL STOCHASTIC DIFFERENTIAL EQUATION. Dynamic Systems and Applications. 28(2):16.
ILIEV ANTON, KYURKCHIEV NIKOLAY, RAHNEV ASEN.  2019.  A NEW IMPROVEMENT OF TEMBHURNE-SATHE MODIFICATION OF EUCLIDEAN ALGORITHM FOR GREATEST COMMON DIVISOR. IV. Dynamic Systems and Applications. 28(1):10.
XU RUN, XU RUN.  2011.  NEW OSCILLATION CRITERIA FOR CERTAIN EVEN ORDER DELAY DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 20:11.
Graef JR, SAKER S.H.  2010.  NEW OSCILLATION CRITERIA FOR GENERALIZED SECOND-ORDER NONLINEAR NEUTRAL FUNCTIONAL DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 19:18.
ZHANG B.G., ZHOU YONG.  2007.  NEW OSCILLATIONS CRITERIA OF DELAY PARTIAL DIFFERENCE EQUATIONS. Dynamic Systems and Applications. 16:9.
LIU WENJUN, NGÔ QUÔCA, CHEN WENBING.  2010.  ON NEW OSTROWSKI TYPE INEQUALITIES FOR DOUBLE INTEGRALS ON TIME SCALES. Dynamic Systems and Applications. 19:10.
REHAK PAVEL.  2010.  NEW RESULTS ON CRITICAL OSCILLATION CONSTANTS DEPENDING ON A GRAININESS. Dynamic Systems and Applications. 19:17.
CHEBAN DAVIDNIKOLAI, MAMMANA CRISTIANA, MICHETTI ELISABETTA.  2015.  NON-AUTONOMOUS DIFFERENCE EQUATIONS: GLOBAL ATTRACTOR IN A BUSINESS-CYCLE MODEL WITH ENDOGENOUS POPULATION GROWTH. Dynamic Systems and Applications. 24:17.
DARWISH MOHAMEDABDALLA.  2011.  NONDECREASING SOLUTIONS OF A FRACTIONAL QUADRATIC INTEGRAL EQUATION OF URYSOHN-VOLTERRA TYPE. Dynamic Systems and Applications. 20:15.
HAMAL NUKETAYKUT, DEREN FULYAYORUK, CERDIK TUGBASENLIK.  2015.  NONLINEAR BOUNDARY VALUE PROBLEMS FOR p-LAPLACIAN FRACTIONAL DIFFERENTIAL SYSTEMS. Dynamic Systems and Applications. 24:12.
WANG DA_BIN, GUAN WEN.  2011.  NONLINEAR FIRST-ORDER SEMIPOSITONE PROBLEMS OF IMPULSIVE DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 20:10.
MIGÓRSKI STANISLAW, OCHAL ANNA.  2007.  NONLINEAR IMPULSIVE EVOLUTION INCLUSIONS OF SECOND ORDER. Dynamic Systems and Applications. 16:19.
PENG Y., XIANG X., WEI W..  2007.  NONLINEAR IMPULSIVE INTEGRO-DIFFERENTIAL EQUATIONS OF MIXED TYPE WITH TIME-VARYING GENERATING OPERATORS AND OPTIMAL CONTROLS. Dynamic Systems and Applications. 16:16.
KONG QINGKAI, WANG XIAOFEI.  2010.  NONLINEAR INITIAL VALUE PROBLEMS WITH p-LAPLACIAN. Dynamic Systems and Applications. 19:11.
SIKORSKA-NOWAK ANETA.  2008.  NONLINEAR INTEGRAL EQUATIONS IN BANACH SPACES AND HENSTOCK-KURZWEIL-PETTIS INTEGRALS. Dynamic Systems and Applications. 17:11.
DHAGE B.C.  2009.  NONLINEAR QUADRATIC FIRST ORDER FUNCTIONAL INTEGRO-DIFFERENTIAL EQUATIONS WITH PERIODIC BOUNDARY CONDITIONS. Dynamic Systems and Applications. 18:19.
BALASUBRAMANIAM P., PARK J.Y..  2007.  NONLOCAL CAUCHY PROBLEM FOR SECOND ORDER STOCHASTIC EVOLUTION EQUATIONS IN HILBERT SPACES. Dynamic Systems and Applications. 16:16.
KUNNAWUTTIPREECHACHAN EKKACHAI, PROMSAKON CHANON, SITTHIWIRATTHAM THANIN.  2019.  NONLOCAL FRACTIONAL SUM BOUNDARY VALUE PROBLEM FOR A COUPLED SYSTEM OF FRACTIONAL SUM-DIFFERENCE EQUATIONS. Dynamic Systems and Applications. 28(1):20.
BOUCHERIF ABDELKADER, NTOUYAS SOTIRISK.  2011.  NONLOCAL INITIAL VALUE PROBLEMS FOR FIRST ORDER FRACTIONAL DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 20:13.
ZASLAVSKI ALEXANDER.  2008.  NONOCCURRENCE OF THE LAVRENTIEV PHENOMENON FOR MANY INFINITE DIMENSIONAL LINEAR CONTROL PROBLEMS WITH NONCONVEX INTEGRANDS. Dynamic Systems and Applications. 17:28.