FER University of ZagrebFaculty of Electrical Engineering and Computing

Institutional research project · FER

VALOR

Value-aligned and interpretable optimization and reasoning

About the project

Large language models increasingly take part in decision making, while the values and preferences they follow are hard to see and verify. Powerful but misaligned AI systems pose a serious practical risk, and existing methods for understanding and aligning the values of such systems are still limited.

The project Value-aligned and interpretable optimization and reasoning (VALOR) develops methods for interpretability and value alignment of large language models (LLMs) in optimization and reasoning processes. This goal breaks down into:

  1. methods for better understanding how models make decisions,
  2. techniques for monitoring and steering model behaviour towards target values,
  3. open benchmark datasets and tools for evaluating value alignment.

VALOR is a four-year institutional research project of the University of Zagreb Faculty of Electrical Engineering and Computing (FER), running from October 2025 to September 2029. Principal investigator: Mario Brčić.

Research team

Publications

Journal papers

  1. M. Bukač, I. Mikuš, B. Muha, D. Vlah Reduced order modeling of partial differential equations on parameter-dependent domains using deep neural networks Computers & Mathematics with Applications 216 (2026) 282–300DOIarXiv

Conference papers

  1. B. Bućan, N. Sočec, S. Isufi, M. Granić, L. Hobor, A. Krajna, M. Kovač, M. Brčić Auditing Alignment Controllability in LLMs via Political Axes AAAI/ACM Conference on AI, Ethics, and Society (AIES 2026), MalmöarXivGitHubZenodo

Preprints

  1. D. Kramer-Bang, H. Panzo, S. Šebek Improved bounds on the inradius and inverse inradius process of the convex hull of planar Brownian motion arXiv:2607.26944, 2026arXiv
  2. N. Sandrić, S. Šebek, L. Šimek On the convex hull of a planar Brownian bridge with a random Gaussian endpoint arXiv:2606.24485, 2026arXiv
  3. R. Mrazović, H. Panzo, S. Šebek Expected perimeter and area of the convex hull of planar Brownian motion stopped upon exiting the unit disk arXiv:2604.18427, 2026arXiv
  4. I. Mikuš, B. Muha, D. Vlah AE-ViT: Stable Long-Horizon Parametric Partial Differential Equations Modeling arXiv:2604.06475, 2026arXiv

Talks

  1. D. Vlah, I. Mikuš, B. Muha Stable Long-Horizon Prediction of Parametric PDE Solution with Latent-Tensor Vision Transformers Equadiff 2026, Prag / Prague