- L. Barreira, D. Dragicevic and C. Valls,
*Nonuniform stability of**arbitrary difference equations*, Results in Mathematics, accepted for publication - L. Barreira, D. Dragicevic and C. Valls,
*Characterization of nonuniform exponential trichotomies for flows*, Journal of mathematical analysis and applications, in press. - L. Barreira, D. Dragicevic and C. Valls,
*Tempered exponential**dichotomies and Lyapunov exponents for perturbations*, Communications in contemporary mathematics, in press - Siniša Slijepčević:
*Stability of synchronization in dissipatively driven Frenkel-Kontorova models*, Chaos 25 (2015), 83-108. - L. Barreira, D. Dragicevic and C. Valls,
*Admissibility and nonuniform exponential trichotomies*, Regular and Chaotic Dynamics, 20 (2015), 49-62. - L. Barreira, D. Dragicevic and C. Valls,
*From one-sided dichotomies to two-sided dichotomies*, Discrete Contin. Dynamical Systems A, 35 (2015), 2817-2844. - L. Barreira, D. Dragicevic and C. Valls,
*Positive top Lyapunov exponent via invariant cones: single trajectories*, Journal of Mathematical Analysis and Applications, 423 (2015), 480-496. - L. Barreira, D. Dragicevic and C. Valls,
*Characterization of strong exponential dichotomies*, Bulletin of the Brazilian Mathematical Society, 46 (2015), 81-103. - L. Barreira, D. Dragicevic and C. Valls,
*Admissibility on the half line for evolution families*, Journal d'Analyse Mathematique, accepted for publication. - L. Barreira, D. Dragicevic and C. Valls,
*Admissibility for exponential dichotomies in average*, Stochastics and

dynamics, 15 (2015) , 3; 1550014-1-1550014-16 - H. Bruin and S. Stimac,
*Fibonacci-like unimodal inverse limit spaces and the core Ingram conjecture*, Topological Methods in Nonlinear Analysis, accepted for publication. - D. Dragicevic,
*Admissibility, a general type of Lipschitz shadowing and structural stability*, Communications on Pure and Applied Analysis, 14 (2015), 861-880. - Th. Gallay and S. Slijepcevic,
*Distribution of energy and convergence to equilibria in extended dissipative systems*, Journal of Dynamics and Differential Equations, in press. arXiv:1212.1573. - Th. Gallay and S. Slijepcevic,
*Uniform boundedness and long-time asymptotics for the two-dimensional Navier-Stokes equation in an infinite cylinder*, Journal of Mathematical Fluid Mechanics 17 (2015), 23-46. - A. Jungel and J. Pina Milisic,
*Entropy dissipative one-leg multiste time approximations of nonlinear diusive equations*, Numerical Methods for Partial Differential Equations, in press. - M. L. Lapidus, G. Radunovic and D. Zubrinic,
*Fractal zeta functions and complex dimensions: A general higher-dimensional theory*, survey article, in:*Geometry and Stochastics V*(C. Bandt, K. Falconer and M. Zähle, eds.), Proc. Fifth Internat. Conf. (Tabarz, Germany, March 2014), Progress in Probability, Birkhäuser, Basel, Boston and Berlin, 2015, in press.

- L. Barreira, D. Dragicevic and C. Valls,
*Exponential dichotomies with respect to a sequence of norms and admissibility*, International Journal of Mathematics, 25 (2014), 1450024-1-1450024-20. - L. Barreira, D. Dragicevic and C. Valls,
*Nonuniform hyperbolicity and admissibility*, Advanced Nonlinear Studies, 14 (2014), 791-811. - L. Barreira, D. Dragicevic and C. Valls,
*Strong and weak $(L_p;L_q)$-admissibility*, Bulletin des Sciences Mathematiques, 138 (2014), 721-741. - B. Blaskovic and S. Slijepcevic,
*Statistical detection of fraud in the reporting of Croatian public companies*, Financial Theory and Practice 38 (2014), 81-96. - L. Horvat Dmitrovic,
*Box dimension of Neimark-Sacker bifurcation*, Journal of Difference Equations and Applications, 20 (2014), 1033-1054. arXiv:1210.8202. - Th. Gallay and S. Slijepcevic,
*Energy bounds for the two-dimensional Navier-Stokes equations in an infinite cylinder*, Comm. in Partial Differential Equations, 39 (2014), 1741-1769. arXiv:1308.1544. - M. L. Lapidus, G. Radunovic and D. Zubrinic,
*Fractal zeta functions and complex dimensions of relative fractal drums*, Journal of Fixed Point Theory and Applications, 15 (2014), 321-378. arxiv.org1407.8094. - M. Nincevic and S. Slijepcevic,
*Positive exponential sums and odd polynomials*, Rad. HAZU - Mat. Znan. 18 (2014), 35-53. - M. Resman,
*Epsilon-neighborhoods of orbits of parabolic diffeomorphisms and cohomological equations*, Nonlinearity, 27 (2014), 3005-3029. arXiv:1307.0780. - S. Slijepcevic,
*The Aubry-Mather theorem for driven generalized elastic chains*, Discrete Contin. Dynamical Systems A, 34 (2014), 2983-3011. arXiv:1305.1109. - S. Slijepcevic,
*Entropy of scalar reaction-diusion equations*, Math. Bohemica 139 (2014), 597-605.

- M. Barge, S. Štimac and R. F. Williams,
*Pure discrete spectrum in substitution tiling spaces*, Discrete and Continuous Dynamical Systems -- Series A 33 (2013), 579--597. - H. Bruin, S. Štimac,
*Entropy of homeomorphisms on inverse limits of tent maps*, Nonlinearity 26 (2013), 991-1000. - L. Barreira, D. Dragičević, C. Valls,
*Lyapunov functions for strong exponential dichotomies,*Journal of mathematical analysis and applications 399 (2013), 116**-**132. - L. Barreira, D. Dragičević, C. Valls,
*Lyapuonov functions for strong exponential contractions,*Journal of differential equations 255 (2013), 449**-**468. - M. Resman,
*Epsilon-neighborhoods of orbits and formal classification of parabolic diffeomorphisms*, Discrete Contin. Dyn. Syst. 33, 8 (2013), 3767-3790. - M. Resman,
*Invariance of the normalized Minkowski content with**respect to the ambient space*, Chaos, Solitons and Fractals, 57 (2013),

123-128. - M. Resman, D. Vlah and V. Zupanovic,
*Oscillatority of Fresnel**integrals and chirp-like functions*, Differential Equations and Applications, 5 (2013), 527-547. - S. Slijepčević,
*The energy flow of discrete entended gradient systems*, Nonlinearity 26 (2013), 2051-2079. - S. Slijepčević,
*On van der Corput property of shifted primes*, Functiones et approx. com. math. 48 (2013), 37-50. - S. Slijepčević,
*Positive exponential sums, difference sets and recurrence,*El. Notes in Discrete Math. 43 (2013), 187-193.

- L. Horvat Dmitrović, V. Županović,
*Box dimension of unit-time map near nilpotent singularity of planar vector field*, arXiv:1205.5478. - L. Korkut, D. Vlah, V. Županović,
*Fractal properties of Bessel functions,*arXiv:1304.1762. - L. Korkut, D. Vlah, D. Žubrinić, V. Županović
*, Wavy spirals and their fractal connection with chirps,*arXiv:1210.6611. - L. Korkut, D. Vlah, V. Županović,
*Geometrical and fractal properties of a class of systems with spiral trajectories in $\mathbb{R}^3$,*arXiv:1211.0918.