Seminar

 

  • December 21, 2016
    István Győri, Department of Mathematics, University of Pannonia
    New Gronwall and Halanay Type Inequalities for Integral and Delay Differential Equations III
  • December 14, 2016
    István Győri, Department of Mathematics, University of Pannonia
    New Gronwall and Halanay Type Inequalities for Integral and Delay Differential Equations II
  • November 23, 2016
    István Győri, Department of Mathematics, University of Pannonia
    New Gronwall and Halanay Type Inequalities for Integral and Delay Differential Equations I
  • November 16, 2016
    László Horváth, Department of Mathematics, University of Pannonia
    Cyclic refinements of the different versions of operator Jensen's inequality
  • October 19, 2016
    Nahed A. Mohamady, Department of Mathematics, University of Pannonia
    Persistence and permanence of a system of nonlinear delay differential equations
  • June 15, 2016
    Károly Bezdek, Department of Mathematics, University of Pannonia
    On non-separable families of positive homothetic convex bodies
  • May 25, 2016
    Csaba Mihálykó, Department of Mathematics, University of Pannonia
    Diszkrét Sparre Andersen kockázati modell vizsgálata (in Hungarian)
  • May 23, 2016
    Tibor Csendes, University of Szeged, Hungary
    Optimalizálás alkalmazása a műtéti és fotonikai érzékelő tervezésben (in Hungarian)
  • March 9, 2016
    Éva Orbán-Mihálykó, Department of Mathematics, University of Pannonia
    A maximum likelihood becslés létezése és egyértelműsége páros összehasonlítás esetén (in Hungarian)
  • February 26, 2016
    Yukihiko Nakata, University of Tokyo, Japan
    Global analysis of SIS and SIRS models with time delays
  • February 26, 2016
    Philipp Getto, EPIDELAY Research Group, University of Szeged, Hungary
    State dependent delays in structured cell populations
  • February 17, 2016
    Zsolt Kosztyán, Department of Quantitative Methods, University of Pannonia and István Szalkai, Department of Mathematics, University of Pannonia
    Hibrid idő-költség átváltási probléma megoldása és alkalmazása projektek ütemezésében (in Hungarian)
  • February 12, 2016
    Gabriella Bognár, Institute of Machine and Product Design, University of Miskolc, Hungary
    On the solutions of the conserved Kuramoto-Sivashinsky (CKS) equation
  • February 10, 2016
    Béla Finta, "Petru Maior" University, Romania
    On some theorems of mathematical analysis)

 

  • December 14, 2015
    Ismael Maroto, University of Valladolid, Valladolid, Spain
    Exponential stability in non-autonomous functional differential equations with state-dependent delay. Applications to neural networks.
  • June 2, 2015
    Károly Bezdek, Department of Mathematics, University of Pannonia
    Packing and covering convex bodies by cylinders
  • April 29, 2015
    Ferenc Hartung, Department of Mathematics, University of Pannonia
    Nonlinear Variation of Constants Formula for Differential Equations with State-Dependent Delays
  • April 22, 2015
    Mihály Pituk, Department of Mathematics, University of Pannonia
    Weighted limits for Poincaré difference equations
  • April 15, 2015
    István Győri, Department of Mathematics, University of Pannonia
    Qualitative properties of delay differential equations III
  • April 1, 2015
    István Győri, Department of Mathematics, University of Pannonia
    Qualitative properties of delay differential equations II
  • March 31, 2015
    Károly Bezdek, Department of Mathematics, University of Pannonia
    The covering index of convex bodies
  • March 30, 2015
    Sándor Bozóki, MTA SZTAKI, Budapesti Corvinus Egyetem
    Hét, páronként érintkező végtelen henger (in Hungarian)
  • March 18, 2015
    László E. Kollár, University of West Hungary, Savaria Institute of Technology
    Cable vibration induced by wind and ice shedding
  • March 12, 2015
    István Szalkai, Department of Mathematics, University of Pannonia
    Everyday technical problems (in Hungarian)
  • March 11, 2015
    István Győri, Department of Mathematics, University of Pannonia
    Qualitative properties of delay differential equations
  • March 4, 2015
    László Horváth, Department of Mathematics, University of Pannonia
    Infinite refinements of the discrete Jensen's inequality defined by recursion
  • February 3, 2015
    Sérine Damak, EPIDELAY Research Group, University of Szeged
    Stability analysis for difference equations with distributed delay
  • February 3, 2015
    Yoshiaki Muroya, Waseda University, Tokio, Japan
    Global stability of SIRS epidemic models and related models

 

    • September 24, 2014
      Róbert Oláh-Gál, Department of Economic Sciences, Sapientia Hungarian University of Transylvania, Miercurea Ciuc, Romania
      Life and scientific results of Mór Réthy (in Hungarian)
    • September 24, 2014
      Árpád Bandi, retired teacher of mathematics, Târgu Mureș, Romania
      Bolyai memories (in Hungarian)
    • May 6, 2014
      Károly Bezdek, Department of Mathematics, University of Pannonia
      Contact numbers for sphere packings
    • April 22, 2014
      Rotchana Chieochan, Khon Kaen University, Thailand
      Beverton-Holt q-difference equation
    • April 10, 2014
      Ábel Garab, Bolyai Institute, University of Szeged
      Sufficient and necessary conditions for the global stability of some second order difference equations
    • April 8, 2014
      Gian Luigi Forti, University of Milan
      Ulam-Hyers stability of functional equations
    • March 25, 2014
      István Győri, Department of Mathematics, University of Pannonia
      Delay differential equations versus systems of ordinary differential equations and their rules in mathematical biology
    • March 18, 2014
      Mihály Pituk, Department of Mathematics, University of Pannonia
      Large Time Behavior of a Linear Delay Differential Equation with Asymptotically Small Coefficient
    • March 4, 2014
      Nahed A. Mohamady, Department of Mathematics, University of Pannonia
      On Oscillation of Ordinary Differential Equations
    • February 25, 2014
      László Horváth, Department of Mathematics, University of Pannonia
      A new refinement of discrete Jensen’s inequality depending on parameters
    • February 5, 2014
      Yukihiko Nakata, Postdoctoral research fellow, EPIDELAY Research Group, University of Szeged
      Structured metapopulation epidemic model with travel infection/em>

  • October 9, 2013
    Csanád Imreh, Department of Computer Algorithms and Artificial Intelligence, University of Szeged
    Online algorithms
  • May 22, 2013
    Éva Orbán-Mihálykó, Department of Mathematics, University of Pannonia
    Pairwise comparison methods in statistics
  • May 15, 2013
    Károly Bezdek, Department of Mathematics, University of Pannonia
    On global and local rigidity of ball-polyhedra
  • May 8, 2013
    Bernát Slezák, Department of Mathematics, University of Pannonia
    On higher order derivatives of solutions of functional differential equations
  • April 24, 2013
    László Horváth, Department of Mathematics, University of Pannonia
    Weighted form of a recent refinement of discrete Jensen's inequality

  • December 11, 2012
    Maria Vittoria Barbarossa, Technical University Munich, Faculty for Mathematics
    On a class of neutral equations with state-dependent delay in population dynamics
  • December 4, 2012
    Ferenc Hartung, Department of Mathematics, University of Pannonia
    Non-differentiability with respect to parameters in differential equations with state-dependent delays
  • November 20, 2012
    László Horváth, Department of Mathematics, University of Pannonia
    A refinement of the classical Jensen’s inequality
  • November 13, 2012
    László Székelyhidi, Department of Analysis, Institute of Mathematics, University of Debrecen
    Di fferenciaegyenletek és spektrálszintézis (in Hungarian)
  • November 6, 2012
    Bernát Slezák, Department of Mathematics, University of Pannonia
    Differentiability of solutions with respect to the initial time in state-dependent delay equations
  • October 30, 2012
    István Győri, Department of Mathematics, University of Pannonia
    Asymptotic behaviour of solutions of population models
  • October 16, 2012
    Mihály Pituk, Department of Mathematics, University of Pannonia
    Cone Positivity for Linear Functional Differential Equations
  • May 15, 2012
    János Karsai, Department of Medical Informatics, University of Szeged
    Interactive Mathematica (in Hungarian)
  • April 25, 2012
    György Maróti, Department of Engineering Mathematics, University of Pécs
    The Maple T.A. educational system (in Hungarian)
  • April 18, 2012
    Éva Orbán-Mihálykó, Department of Mathematics, University of Pannonia
    The Gerber-Shiu function in discrete dual risk model
  • April 4, 2012
    Essam Awwad, Department of Mathematics, University of Pannonia
    BIBO stabilization of feedback control systems with time dependent delays
  • March 28, 2012
    Mihály Pituk, Department of Mathematics, University of Pannonia
    Large time behavior of linear difference equations with rationally non-related delays
  • March 14, 2012
    Jaqueline G. Mesquita, Department of Computer Science, Institute of Mathematics and Statistics, University of São Paulo, Brazil
    Measure functional differential equations and functional dynamic equations on time scales II
  • March 13, 2012
    István Szalkai, Department of Mathematics, University of Pannonia
    Everyday mathematics (in Hungarian)
  • March 7, 2012
    Jaqueline G. Mesquita, Department of Computer Science, Institute of Mathematics and Statistics, University of São Paulo, Brazil
    Measure functional differential equations and functional dynamic equations on time scales I
  • February 29, 2012
    Ferenc Hartung, Department of Mathematics, University of Pannonia
    Parameter Estimation by Quasilinearization in Differential Equations with State-Dependent Delays
  • February 22, 2012
    László Horváth, Department of Mathematics, University of Pannonia
    On the existence of periodic solutions in difference equations II
  • February 15, 2012
    István Győri, Department of Mathematics, University of Pannonia
    On the existence of periodic solutions in difference equations I