World's Best Scientists 2026 revealed!

D-Index & Metrics

Engineering and Technology

D-Index
36
Citations
6325
World Ranking
8625
National Ranking
2395

Overview

Heinz Schättler is affiliated with Washington University in St. Louis in the United States. Their research primarily spans the fields of Mathematics, Medicine, and Biochemistry, Genetics and Molecular Biology, with publication counts of 14, 11, and 7 respectively.

Their subfields of study include Modeling and Simulation, Oncology, Molecular Biology, Control and Systems Engineering, and Cell Biology. The main topics covered in their work are Mathematical Biology Tumor Growth, Cancer Immunotherapy and Biomarkers, Gene Regulatory Network Analysis, Microtubule and mitosis dynamics, Mathematical and Theoretical Epidemiology and Ecology Models, Advanced Optimization Algorithms Research, and Advanced Control Systems Optimization.

Frequent coauthors in their work include Urszula Ledzewicz, Maciej Leszczyński, and Helmut Maurer.

Heinz Schättler has contributed to research published in several venues, including:

  • Discrete and Continuous Dynamical Systems - B (4 publications)
  • Journal of Optimization Theory and Applications
  • Mathematical Modelling of Natural Phenomena
  • Mathematical Methods in the Applied Sciences
  • SIAM Journal on Control and Optimization

Recent papers authored or coauthored by Heinz Schättler include:

  • On the Role of the Objective in the Optimization of Compartmental Models for Biomedical Therapies, 2020, Journal of Optimization Theory and Applications
  • Optimal control for a mathematical model for chemotherapy with pharmacometrics, 2020, Mathematical Modelling of Natural Phenomena
  • Bang-bang optimal controls for a mathematical model of chemo- and immunotherapy in cancer, 2023, Discrete and Continuous Dynamical Systems - B
  • On the role of pharmacometrics in mathematical models for cancer treatments, 2020, Discrete and Continuous Dynamical Systems - B
  • Combination of antiangiogenic treatment with chemotherapy as a multi-input optimal control problem, 2021, Mathematical Methods in the Applied Sciences

Best Publications

  • Local bifurcations and feasibility regions in differential-algebraic systems

    V. Venkatasubramanian;H. Schattler;J. Zaborszky

  • The First-Order Approach to the Continuous-Time Principal–Agent Problem with Exponential Utility

    Heinz Schättler;Jaeyoung Sung

  • Geometric Optimal Control: Theory, Methods and Examples

    Heinz M. Schättler;Urszula Ledzewicz

  • Geometric Optimal Control

    Heinz Schättler;Urszula Ledzewicz

  • Dynamics of large constrained nonlinear systems-a taxonomy theory [power system stability]

    V. Venkatasubramanian;H. Schattler;J. Zaborsky

  • Optimal bang-bang controls for a two-compartment model in cancer chemotherapy

    U. Ledzewicz;H. Schättler

  • AntiAngiogenic Therapy in Cancer Treatment as an Optimal Control Problem

    Urszula Ledzewicz;Heinz Schättler

  • Fast time-varying phasor analysis in the balanced three-phase large electric power system

    V. Venkatasubramanian;H. Schattler;J. Zaborszky

  • Global voltage dynamics: study of a generator with voltage control, transmission, and matched MW load

    V. Venkatasubramanian;H. Schattler;J. Zaborszky

  • Voltage dynamics: study of a generator with voltage control, transmission, and matched MW load

    V. Venkatasubramanian;H. Schattler;J. Zaborszky

  • Optimal Control for Mathematical Models of Cancer Therapies: An Application of Geometric Methods

    Heinz Schättler;Urszula Ledzewicz

  • Time-stamped model predictive control: an algorithm for control of processes with random delays☆

    Deepak Srinivasagupta;Deepak Srinivasagupta;Heinz Schättler;Babu Joseph;Babu Joseph

  • OPTIMAL CONTROL FOR A CLASS OF COMPARTMENTAL MODELS IN CANCER CHEMOTHERAPY

    Andrzej Świerniak;Urszula Ledzewicz;Heinz Schättler

  • The structure of small-time reachable sets in low dimensions

    Arthur J. Krener;Heinz Schattler

  • Optimal and suboptimal protocols for a class of mathematical models of tumor anti-angiogenesis.

    Urszula Ledzewicz;Heinz Schättler

  • Drug resistance in cancer chemotherapy as an optimal control problem

    Urszula Ledzewicz;Heinz Schättler

  • Optimal response to chemotherapy for a mathematical model of tumor-immune dynamics.

    Urszula Ledzewicz;Mohammad Naghnaeian;Heinz Schättler

  • Methods for calculating oscillations in large power systems

    K. Kim;H. Schattler;V. Venkatasubramanian;J. Zaborszky

  • On optimal singular controls for a general SIR-model with vaccination and treatment

    Urszula Ledzewicz;Heinz Schättler

  • A Synthesis of Optimal Controls for a Model of Tumor Growth under Angiogenic Inhibitors

    U. Ledzewicz;H. Schattler

Frequent Co-Authors

Alberto d’Onofrio
Alberto d’Onofrio University of Trieste
Arthur J. Krener
Arthur J. Krener Naval Postgraduate School
Nir Sochen
Nir Sochen Tel Aviv University
Héctor J. Sussmann
Héctor J. Sussmann Rutgers, The State University of New Jersey
Avner Friedman
Avner Friedman The Ohio State University

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