Zifan Wang

Ph.D. student at KTH Royal Institute of Technology

bio_zifan.png

KTH Royal Institute of Technology

Stockholm, Sweden

I am a fourth-year Ph.D. student affiliated with Division of Decision and Control Systems (DCS) at KTH Royal Institute of Technology. I am fortunate to jointly work with Prof. Karl H. Johansson at KTH and Prof. Michael M. Zavlanos at Duke University.

From January to April 2026, I was visiting Learning & Adaptive Systems Group at ETH Zurich, hosted by Prof. Andreas Krause. Prior to my PhD, I received both the master and bachelor degrees at Honors School of Harbin Institute of Technology.

My research centers on optimization over probability distributions, at the intersection of control, optimization, and generative modeling. I am broadly interested in the intersection of generative model, control, and optimization. This perspective has carried me from control and optimal transport through robust, risk-sensitive learning, and now to steering generative models. My goal is to develop the mathematical and algorithmic foundations for reliable and controllable generative-model steering, and to translate these advances into applications such as scientific discovery.

Methods in Decision-Making

I develop distributional learning and optimization methods for decision-making and generative models.

Methods in Generative Modeling

I develop methods for adapting and steering generative models.

Risk-Sensitive Fine-Tuning

Inference-Time Guidance

Federated Generative Models

Applications

I have been focusing on developing general-purpose methods that transfer across domains. Examples:

Scientific Discovery

Robotics & Transportation

news

May 04, 2026 Travel grant from Signeuls Foundation
Apr 22, 2026 Two papers accepted at IFAC WC 2026!
Apr 15, 2026 One paper on Tail-aware Flow Fine-Tuning (TFFT) accepted at ICML 2026! TFFT is a risk-sensitive generative optimization method that allows to efficiently seek novel samples (in molecular design) and control worst cases (in text-to-image generation)!
Feb 24, 2026 One paper on Source-Guided Flow Matching (SGFM) accepted at ICLR 2026! SGFM is a new flow guidance method that modifies the source distribution!
Jun 13, 2025 I give a talk at ECC workshop in Thessaloniki, Greece

selected publications

  1. ICML
    TFFT_illus.png
    Efficient Tail-Aware Generative Optimization via Flow Model Fine-Tuning
    Zifan Wang, Riccardo De Santi, Xiaoyu Mo, and 3 more authors
    In International Conference on Machine Learning, 2026
  2. ICLR
    SGFM_illus.png
    Source-Guided Flow Matching
    Zifan Wang*, Alice Harting*, Matthieu Barreau, and 2 more authors
    In International Conference on Learning Representations, 2026
  3. NeurIPS
    DRO_illus.png
    Outlier-robust distributionally robust optimization via unbalanced optimal transport
    Zifan Wang, Yi Shen, Michael M Zavlanos, and 1 more author
    In Advances in Neural Information Processing Systems, 2024
  4. L4DC
    value_flows_no_robot.png
    Policy evaluation in distributional LQR
    Zifan Wang, Yulong Gao, Siyi Wang, and 3 more authors
    In Learning for dynamics and control conference, 2023
  5. IEEE TAC
    CDDO_illus.png
    Constrained optimization with decision-dependent distributions
    Zifan Wang, Changxin Liu, Thomas Parisini, and 2 more authors
    IEEE Transactions on Automatic Control, 2025
  6. Automatica
    UOT_DRO.png
    Distributionally Robust Federated Learning with Outlier Resilience
    Zifan Wang, Xinlei Yi, Xenia Konti, and 2 more authors
    Automatica, 2026
  7. IEEE TAC
    asymmetric_game_illus.png
    Asymmetric learning in convex games
    Zifan Wang, Xinlei Yi, Yi Shen, and 2 more authors
    IEEE Transactions on Automatic Control, 2025
  8. IEEE TAC
    value_flows_no_robot.png
    Policy Evaluation in Distributional LQR
    Zifan Wang, Yulong Gao, Siyi Wang, and 3 more authors
    IEEE Transactions on Automatic Control, 2025
  9. ICML
    risk_game_illus.png
    Risk-averse no-regret learning in online convex games
    Zifan Wang, Yi Shen, and Michael Zavlanos
    In International conference on machine learning, 2022
  10. Can Quantum-Mechanical Description of Physical Reality Be Considered Complete?
    A. Einstein*†, B. Podolsky*, and N. Rosen*
    Phys. Rev., New Jersey. More Information can be found here , May 1935