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Prof. Josip Tambaca is a Professor of Mathematics at the University of Zagreb's Faculty of Science (PMF), specializing in mathematical modeling of mechanical systems, continuum mechanics, and biomedical engineering. He holds a PhD in Mathematics from the University of Zagreb (2000) and has conducted extensive research on fluid-structure interaction, stent mechanics, and micropolar elasticity. His work bridges theoretical analysis (PDEs, asymptotic methods) with applied problems in cardiovascular systems and engineering structures. Education: B.Sc. Mathematics, University of Zagreb (1994) M.Sc. Mathematics, University of Zagreb (1999) PhD Mathematics, University of Zagreb (2000) Research focuses on mathematical models for elastic structures (rods, plates, shells), with emphasis on biomedical applications like coronary stents. Key projects include 'Mathematical Modeling of Vascular Stents' and 'Modeling Endovascular Stents.' Collaborations with institutions like Texas Heart Institute and SIAM highlight his interdisciplinary impact. Publications span 20+ years, emphasizing fluid-structure interaction, asymptotic analysis, and numerical methods. His work 'A New Linear Shell Model for Shells with Little Regularity' (2014) and 'Mechanical Behavior of Fully Expanded Coronary Stents' (2011) are seminal in their fields. Teaching responsibilities include courses on Partial Differential Equations and Elasticity Theory.

• Partial Differential Equations (PDEs)
• Continuum Mechanics
• Numerical Analysis
• +۶ مورد دیگر

Jelena Jankov Pavlović is an Assistant Professor at the School of Applied Mathematics and Informatics, Josip Juraj Strossmayer University of Osijek. Her research focuses on functional analysis, partial differential equations, and homogenization theory with applications in optimal design. PhD in Mathematics (2019), University of Zagreb MSc in Financial Mathematics and Statistics (2014), University of Osijek MSc in Mathematics and Computer Science Education (2020), University of Osijek BSc in Mathematics (2012), University of Osijek Her work emphasizes mathematical modeling of elastic plates, structural optimization, and homogenization techniques. Current projects include Homogenization and optimization in mechanics of solids (Croatian Science Foundation, 2023-2027) and collaborations with institutions in Serbia and Italy. Recent publications examine Kirchhoff-Love plates, composite materials, and H-measure applications. She actively participates in international conferences like the European Congress of Mathematics and serves as ECMI Council representative since 2024. European Mathematical Society Young Academy member Organizer of Mathos Cup competitions Contributor to educational workshops (e.g., Science Festival, Evening of Mathematics) She teaches courses in calculus, mathematical physics, and applied mathematics, with office hours available by email appointment.

• Functional Analysis
• Partial Differential Equations
• Homogenization Theory
• +۲ مورد دیگر

Dr. Mario Bukal is an Assistant Professor at the University of Zagreb’s Faculty of Electrical Engineering and Computing, Department of Applied Mathematics. He specializes in Partial Differential Equations (PDEs), particularly evolution equations and systems, with current involvement in the Croatian Science Foundation-funded project Mathematical Analysis of Multi-Physics Problems Involving Thin and Composite Structures and Fluids (MAMPITCoStruFl) . His research focuses on fluid-structure interaction, nonlinear systems, and mathematical modeling. He has taught courses in Mathematics, Probability & Statistics, and Stochastic Processes at both undergraduate and PhD levels, including roles at Vienna University of Technology. Education & Positions: Holds a PhD and has taught at multiple institutions, including TU Wien. Research Interests: Nonlinear PDEs, fluid dynamics, quantum mechanics, and applied mathematical analysis. His recent publications emphasize rigorous derivation of reduced models for complex systems, entropy analysis in quantum diffusion, and numerical schemes for fourth/sixth-order equations. Bukal actively contributes to seminars and conferences on nonlinear analysis and differential equations.

• Partial Differential Equations (PDEs)
• Fluid Dynamics
• Nonlinear Systems
• +۳ مورد دیگر

Dr. Josip Žubrinić is an Assistant Professor in the Department of Applied Mathematics at the Faculty of Electrical Engineering and Computing (FER), University of Zagreb. His research focuses on applied mathematics, homogenization theory, elasticity, and interdisciplinary applications in materials science and quantum systems. He is affiliated with FER's applied mathematics group and actively contributes to the Bibliography (CROSBI) research repository. Dr. Žubrinić's work spans theoretical and applied domains, including: Homogenization of PDEs in heterogeneous media Statistical mechanics models (e.g., Rydberg atoms, Flory polymer models) Combinatorial optimization for settlement planning Mathematical analysis of elastic structures and poroelastic plates Recent research highlights include studies on critical-contrast PDEs, quantum lattice systems, and multiscale modeling of composite materials. His articles demonstrate a strong emphasis on interdisciplinary methods bridging pure mathematics and real-world engineering problems. No scientific awards or grants are explicitly listed in the provided materials. His teaching includes specialized topics like complexity functions in jammed systems and combinatorial models.

• Applied Mathematics
• Homogenization Theory
• Elasticity and Materials Science
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Krešimir Burazin is a Full Professor and Vice-Dean for Scientific Research at the School of Applied Mathematics and Informatics within the Josip Juraj Strossmayer University of Osijek. His academic career spans over two decades, with a PhD from the University of Zagreb (2008) specializing in Friedrichs systems and hyperbolic systems under Prof. Nenad Antonić. Research Interests include Partial Differential Equations, Continuum Physics, and Functional Analysis. He focuses on homogenization theory, optimal design problems, and applications in elasticity and composite materials. His work bridges theoretical mathematics with engineering problems, particularly in structural optimization and mathematical modeling. Publications emphasize contributions to Friedrichs systems, G-convergence, and elasticity. Recent work addresses explicit energy bounds for 3D structures, optimal plate design, and composite materials. His research spans applied analysis, numerical methods, and interdisciplinary collaborations in mechanics. Projects include leadership roles in homogenization research (Croatian Science Foundation-funded), and participation in EU-funded networks like COST MI-NET. He coordinates international projects and has extensive collaboration with institutions in Serbia, Germany, and elsewhere. Teaching includes advanced courses in Functional Analysis, Differential Equations, and Mathematical Physics. He authored textbooks on calculus and variational methods, emphasizing pedagogical rigor and practical applications.

• Partial Differential Equations
• Continuum Physics
• Functional Analysis
• +۳ مورد دیگر

Izv. prof. dr. sc. Ivan Kupčić is an Associate Professor at the Faculty of Science, University of Zagreb, within the Theoretical Physics Division of Condensed Matter. He is based in room 322 and can be reached at +385 (0)1 4605 558. His professional webpage is http://www.phy.pmf.unizg.hr/~kupcic . Teaching responsibilities include leading courses such as Classical Mechanics (various iterations), Electrodynamics of Continuum, and Solid State Physics 1/2 at both undergraduate/graduate levels. He also instructs doctoral-level courses on High-Temperature Superconductivity. His research publications are documented in the Croatian Scientific Bibliography Database (CRORIS). He contributes to the Department of Physics' activities within the Faculty of Science, located at Horvatovac 102a, 10000 Zagreb.

• Condensed Matter Physics
• Theoretical Physics
• Solid State Physics
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Hrvoje Buljan is a Full Professor in the Theoretical Physics Department at the Faculty of Science, University of Zagreb. He has been employed at the institution since 1998, holding roles such as Vice-Dean for Science (2016–2018) and Chairman of the Department (2014–2016). His research focuses on nonlinear photonics, topological states of light, synthetic gauge fields, quantum gases, and plasmonics in graphene. He has authored over 100 publications in leading journals like Nature Physics , Physical Review Letters , and Light: Science & Applications . Education & Academic Path: Bachelor's Degree in Physics (1997) PhD in Physics (2002) Postdoctoral Fellow at Technion, Israel (2002–2004) Research Interests: Buljan’s work spans topological photonics, nonlinear optical phenomena, quantum many-body systems, and the design of synthetic magnetic fields in both atomic and photonic systems. His recent contributions include studies on topological bound states in the continuum, vortex dynamics, and plasmonic effects in graphene. Professional Activities: Visiting Professorships at Nankai University (2019) and MIT (2018–2019) Leadership in projects like ZGal and VLA-COSMOS teams Teaching responsibilities in advanced physics courses (e.g., Classical Electrodynamics, Atomic-Molecular Physics) Labs & Collaborations: Engaged with research groups such as the LTSMFL and ALICE laboratories, focusing on experimental and theoretical collaborations in photonics and quantum physics.

• Topological Photonics
• Nonlinear Optics
• Quantum Gases
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Prof. Igor Velčić is a Full Professor at the Department of Applied Mathematics, Faculty of Electrical Engineering and Computing (University of Zagreb). His research focuses on the mathematical analysis of materials, particularly homogenization theory, nonlinear elasticity, and structural mechanics. Key areas include the derivation of effective models for composite materials, plate and shell theories, and micropolar elasticity. He has contributed to the understanding of elastic and plastic behavior in heterogeneous media through rigorous mathematical frameworks. His work integrates advanced techniques from calculus of variations, spectral analysis, and stochastic processes. Notable contributions include homogenization of von Kármán plate equations from 3D nonlinear elasticity and analysis of high-contrast composite materials. Current research emphasizes multiscale modeling, with applications in elastic plates, rods, and shells under varying microstructural conditions. Prof. Velčić’s publications span homogenization of elasto-plastic models, spectral analysis of composite plates, and stochastic approaches to high-contrast media. His studies often bridge theoretical results with engineering applications, focusing on structural behavior under mechanical loads and material heterogeneity.

• Applied Mathematics
• Elasticity Theory
• Homogenization Theory
• +۳ مورد دیگر

Boris Muha is a Professor in the Department of Mathematics at the University of Zagreb's Faculty of Science. His research focuses on fluid-structure interaction, mathematical modeling in biomechanics, and numerical analysis of partial differential equations. He has contributed extensively to the analysis of complex systems involving fluid dynamics, poroelasticity, and nonlinear structural mechanics. Key research areas include the mathematical analysis of fluid-structure interaction problems, computational methods for porous media, and the development of reduced-order models using deep learning. Recent work emphasizes rigorous derivation of reduced models, validation of solvers for fluid-poroelastic systems, and optimal design of bioartificial organ scaffolds. His publications from 2024–2025 highlight advancements in global weak solutions for fluid-structure systems, nonlinear geometric coupling, and applications to biomedical engineering. Notably, he explores self-propulsion mechanisms in viscous fluids and stability analysis of coupled systems. Awards and grants are not explicitly listed in the provided text. His advising and collaborations span interdisciplinary projects in computational fluid dynamics and mathematical biology, with active participation in international research networks.

• Fluid Dynamics
• Mathematical Biology
• Partial Differential Equations
• +۳ مورد دیگر