Bibliography

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Ö
ÖCALAN Ö., YILDIZ M.K., KARPUZ B..  2008.  ON THE OSCILLATION OF NONLINEAR NEUTRAL DIFFERENTIAL EQUATION WITH POSITIVE AND NEGATIVE COEFFICIENTS. Dynamic Systems and Applications. 17:9.
O
OLSZOWY LESZEK.  2009.  SOLVABILITY OF SOME FUNCTIONAL INTEGRAL EQUATION. Dynamic Systems and Applications. 18:10.
OPRISAN ADINA, KORZENIOWSKI ANDRZEJ.  2009.  LARGE DEVIATIONS FOR ERGODIC PROCESSES IN SPLIT SPACES. Dynamic Systems and Applications. 18:15.
OU BOQUN, JIA BAOGUO, ERBE LYNN.  2015.  A GENERALIZED HALANAY-TYPE INEQUALITY ON TIME SCALES. Dynamic Systems and Applications. 24:10.
OZBILGE EBRU, DEMIR ALI.  2015.  IDENTIFICATION OF UNKNOWN COEFFICIENT IN TIME FRACTIONAL PARABOLIC EQUATION WITH MIXED BOUNDARY CONDITIONS VIA SEMIGROUP APPROACH. Dynamic Systems and Applications. 24:8.
OZKAN UMUT, YILDIRIM HUSEYIN.  2008.  HARDY-KNOPP-TYPE INEQUALITIES ON TIME SCALES. Dynamic Systems and Applications. 17:10.
Ö
ÖZTÜRK ÖZKAN, AKIN ELVAN.  2016.  CLASSIFICATION OF NONOSCILLATORY SOLUTIONS OF NONLINEAR DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 25:17.
O
OZYILMAZ EMIN, YAYLI YUSUF.  2015.  THE DIFFERENTIAL GEOMETRY OF REGULAR CURVES ON A REGULAR TIME-LIKE SURFACE. Dynamic Systems and Applications. 24:12.
O’REGAN DONAL.  2016.  LERAY-SCHAUDER AND FURI-PERA TYPE RESULTS BASED ON Φ-EPI MAPS. Dynamic Systems and Applications. 25:8.
O’REGAN DONAL.  2010.  HOMOTOPY EXTENSION TYPE MAPS AND FIXED POINTS. Dynamic Systems and Applications. 19:7.
O’REGAN DONAL.  2015.  MÖNCH TYPE RESULTS FOR MAPS WITH WEAKLY ¨ SEQUENTIALLY CLOSED GRAPHS. Dynamic Systems and Applications. 24:6.
O’REGAN DONAL.  2018.  GENERAL LEFSCHETZ FIXED POINT THEORY FOR MULTIVALUED MAPS. Dynamic Systems and Applications. 27(4):16.
O’REGAN DONAL, ORPEL ALEKSANDRA.  2015.  EIGENVALUE PROBLEM FOR ODES WITH A PERTURBED Q-LAPLACE OPERATOR. Dynamic Systems and Applications. 24:15.
O’REGAN DONAL.  2017.  TOPOLOGICAL STRUCTURE OF THE COINCIDENCE SET FOR ABSTRACT CLASSES OF MAPS. Dynamic Systems and Applications. 26(3&4):13.
O’REGAN DONAL.  2011.  TOPOLOGICAL PRINCIPLES FOR ESSENTIAL TYPE MAPS. Dynamic Systems and Applications. 20:10.
O’REGAN DONAL.  2017.  KRASNOSELSKII COINCIDENCE TYPE RESULTS FOR GENERAL CLASSES OF MAPS. Dynamic Systems and Applications. 26(3&4):9.
O’REGAN DONAL.  2015.  COINCIDENCE POINTS FOR MULTIVALUED MAPS BASED ON Φ-EPI AND Φ-ESSENTIAL MAPS. Dynamic Systems and Applications. 24:12.
O’REGAN DONAL.  2017.  LIMIT OF INVERSE SYSTEMS AND COINCIDENCE PRINCIPLES IN FRECHET SPACE. Dynamic Systems and Applications. 26(2):11.