Bibliography

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JANKOWSKI TADEUSZ.  2015.  FIRST-ORDER DIFFERENTIAL EQUATIONS WITH NONLOCAL BOUNDARY CONDITIONS. Dynamic Systems and Applications. 24:16.
JANKOWSKI TADEUSZ, JANKOWSKI ROBERT.  2015.  SYSTEMS OF BOUNDARY VALUE PROBLEMS OF ADVANCED DIFFERENTIAL EQUATIONS. Dynamic Systems and Applications. 24:8.
JANKOWSKI TADEUSZ.  2010.  MULTIPLE SOLUTIONS FOR A CLASS OF BOUNDARY–VALUE PROBLEMS WITH DEVIATING ARGUMENTS AND INTEGRAL BOUNDARY CONDITIONS. Dynamic Systems and Applications. 19:10.
JANKOWSKI TADEUSZ.  2011.  POSITIVE SOLUTIONS TO THIRD-ORDER IMPULSIVE STURM-LIOUVILLE BOUNDARY VALUE PROBLEMS WITH DEVIATED ARGUMENTS AND ONE-DIMENSIONAL p-LAPLACIAN. Dynamic Systems and Applications. 20:12.
JANKOWSKI TADEUSZ, JANKOWSKI ROBERT.  2010.  BOUNDARY VALUE PROBLEMS WITH ADVANCED ARGUMENTS INVOLVING UPPER AND LOWER SOLUTIONS IN REVERSE ORDER. Dynamic Systems and Applications. 19:8.
JANKOWSKI TADEUSZ.  2008.  FRACTIONAL DIFFERENTIAL EQUATIONS WITH DEVIATING ARGUMENTS. Dynamic Systems and Applications. 17:7.
JANKOWSKI TADEUSZ.  2007.  ON DELAY DIFFERENTIAL EQUATIONS WITH BOUNDARY CONDITIONS. Dynamic Systems and Applications. 16:8.
JABEEN TAHIRA, AGARWAL RAVIP, O’REGAN DONAL, LUPULESCU VASILE.  2017.  IMPULSIVE FUNCTIONAL DIFFERENTIAL EQUATIONS WITH CAUSAL OPERATORS. Dynamic Systems and Applications. 26(3&4):14.
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ISLAM SHAFIQUL.  2018.  A FAMILY OF RANDOM MAPS WHICH POSSES INFINITE ABSOLUTELY CONTINUOUS INVARIANT MEASURES. Dynamic Systems and Applications. 27(4):14.
ISAAC I.O, LIPSCEY Z..  2010.  OSCILLATIONS OF SCALAR NEUTRAL IMPULSIVE DIFFERENTIAL EQUATIONS OF THE FIRST ORDER WITH VARIABLE COEFFICIENTS. Dynamic Systems and Applications. 19:18.
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.
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HUANG HAO, WANG QI-RU.  2008.  OSCILLATION OF SECOND-ORDER NONLINEAR DYNAMIC EQUATIONS ON TIME SCALES. Dynamic Systems and Applications. 17:20.
HUANG XIAOCHENG, XU ZHITING.  2009.  KAMENEV-TYPE AND INTERVAL OSCILLATION THEOREMS FOR SECOND ORDER NONLINEAR DELAY DYNAMIC EQUATIONS. Dynamic Systems and Applications. 18:17.
HU WEIMIN, JIANG DAQING, LUO GEXIN.  2008.  EXISTENCE THEORY FOR SINGLE AND MULTIPLE SOLUTIONS TO SINGULAR DISCRETE BOUNDARY VALUE PROBLEMS OF SECOND-ORDER DIFFERENTIAL SYSTEMS. Dynamic Systems and Applications. 17:14.
HRISTOVA SNEZHANA, KOPANOV PETER.  2018.  STABILITY OF NEURAL NETWORKS WITH RANDOM IMPULSES. Dynamic Systems and Applications. 27(4):12.
HRISTOVA S., IVANOVA K..  2019.  LIPSCHITZ STABILITY OF DELAY DIFFERENTIAL EQUATIONS WITH NON-INSTANTANEOUS IMPULSES. Dynamic Systems and Applications. 28(1):16.
HILTON KRISTINA, LADDE G..  2017.  STOCHASTIC MULTICULTURAL DYNAMIC NETWORKS. Dynamic Systems and Applications. 26(3&4):19.
HILSCHER R., ZEIDAN V..  2007.  LEGENDRE, JACOBI, AND RICCATI TYPE CONDITIONS FOR TIME SCALE VARIATIONAL PROBLEM WITH APPLICATION. Dynamic Systems and Applications. 16:30.
HILSCHER R., ZEMANEK P..  2009.  TRIGONOMETRIC AND HYPERBOLIC SYSTEMS ON TIME SCALES. Dynamic Systems and Applications. 18:23.
HEIKKILÄ S..  2007.  FIXED POINT RESULTS FOR MULTIFUNCTIONS IN ORDERED TOPOLOGICAL SPACES WITH APPLICATIONS TO INCLUSION PROBLEMS AND TO GAME THEORY. Dynamic Systems and Applications. 16:15.
HEIDARKHANI SHAPOUR, TIAN YU.  2011.  THREE SOLUTIONS FOR A CLASS OF GRADIENT KIRCHHOFF-TYPE SYSTEMS DEPENDING ON TWO PARAMETERS. Dynamic Systems and Applications. 20:12.
HATVANI L..  2018.  SMITH-TYPE STABILITY THEOREMS FOR THE DAMPED LINEAR OSCILLATOR. Dynamic Systems and Applications. 27(2):20.
HATVANI L., TOÓKOS F., TUSNÁDY G..  2009.  A MUTATION-SELECTION-RECOMBINATION MODEL IN POPULATION GENETICS. Dynamic Systems and Applications. 18:27.
HASSAN TAHERS, KONG QINGKAI.  2011.  INTERVAL CRITERIA FOR FORCED OSCILLATION OF DIFFERENTIAL EQUATIONS WITH p-LAPLACIAN, DAMPING, AND MIXED NONLINEARITIES. Dynamic Systems and Applications. 20:15.
HARJANI J., LOPEZ B., SADARANGANI K..  2010.  ON POSITIVE SOLUTIONS OF A NONLINEAR FOURTH ORDER BOUNDARY VALUE PROBLEM VIA A FIXED POINT THEOREM IN ORDERED SETS. Dynamic Systems and Applications. 19:10.