A local feedback synthesis of time-optimal stabilizing controls in dimension three. - Heinz Schättler (Math. Control. Signals Syst., 1991)

Homoclinic orbits and the persistence of the saddle connection bifurcation in the large power system. - Vaithianathan Venkatasubramanian; Heinz Schättler; John Zaborszky (ISCAS, 1993)

A Time-Delay Differential-Algebraic Phasor Formulation of the Large Power System Dynamics. - Vaithianathan Venkatasubramanian; Heinz Schättler; John Zaborszky (ISCAS, 1994)

Hard Limit Induced Oscillations. - X. Jiang; Heinz Schättler; John Zaborszky; Vaithianathan Venkatasubramanian (ISCAS, 1995)

Dynamics of large constrained nonlinear systems-a taxonomy theory [power system stability]. - Vaithianathan Venkatasubramanian; Heinz Schättler; John Zaborsky (Proc. IEEE, 1995)

Fast time-varying phasor analysis in the balanced three-phase large electric power system. - Vaithianathan Venkatasubramanian; Heinz Schättler; John Zaborszky (IEEE Trans. Autom. Control., 1995)

Local bifurcations and feasibility regions in differential-algebraic systems. - Vaithianathan Venkatasubramanian; Heinz Schättler; John Zaborszky (IEEE Trans. Autom. Control., 1995)

A high-order local maximum principle for abnormal extremals examples. - Urszula Ledzewicz; Heinz Schättler (CDC, 2000)

On a synthesis of controls for a mathematical model of cancer chemotherapy. - Urszula Ledzewicz; Heinz Schättler (CDC, 2000)

Game-theoretic linear quadratic method for air mission control. - Hiro Mukai; A. Tanikawa; I. Tunay; Alpay Özcan; I. Norman Katz; Heinz Schättler; Paolo Rinaldi; G. J. Wang; L. Yang; Y. Sawada (CDC, 2000)

A High-Order Generalized Local Maximum Principle. - Urszula Ledzewicz; Heinz Schättler (SIAM J. Control. Optim., 2000)

Solution of a differential game formulation of military air operations by the method of characteristics. - I. Norman Katz; Hiro Mukai; Heinz Schättler; Mingjun Zhang (ACC, 2001)

On optimal controls for a general mathematical model for chemotherapy of HIV. - Urszula Ledzewicz; Heinz Schättler (ACC, 2002)

Analysis of a class of optimal control problems arising in cancer chemotherapy. - Urszula Ledzewicz; Heinz Schättler (ACC, 2002)

Sufficient conditions for optimality of controls in biomedical systems. - Urszula Ledzewicz; Heinz Schättler (CDC, 2002)

An optimal control problem with state space constraints arising in the design of bipolar transistors. - Paolo Rinaldi; Heinz Schättler (CDC, 2002)

Optimal control for a bilinear model with recruiting agent in cancer chemotherapy. - Urszula Ledzewicz; Heinz Schättler (CDC, 2003)

Sequential Linear-Quadratic Method for Differential Games with Air Combat Applications. - Hiro Mukai; A. Tanikawa; I. Tunay; Alpay Özcan; I. Norman Katz; Heinz Schättler; Paolo Rinaldi; G. J. Wang; L. Yang; Y. Sawada (Comput. Optim. Appl., 2003)

A local field of extremals for single-input systems with state space constraints. - Urszula Ledzewicz; Heinz Schättler (CDC, 2004)

Structure of optimal controls for a cancer chemotherapy model with PK/PD. - Urszula Ledzewicz; Heinz Schättler (CDC, 2004)

Time-stamped model predictive control: an algorithm for control of processes with random delays. - Deepak Srinivasagupta; Heinz Schättler; Babu Joseph (Comput. Chem. Eng., 2004)

Comparison of optimal controls for a model in cancer chemotherapy with L1- and L2-type objectives. - Urszula Ledzewicz; Tim Brown; Heinz Schättler (Optim. Methods Softw., 2004)

A Synthesis of Optimal Controls for a Model of Tumor Growth under Angiogenic Inhibitors. - Urszula Ledzewicz; Heinz Schättler (CDC/ECC, 2005)

A Local Field of Extremals Near Boundary Arc - Interior Arc Junctions. - Heinz Schättler (CDC/ECC, 2005)

A computational method for the calculation of the feasibility boundary and clustering in differential-algebraic systems. - Alpay Özcan; Heinz Schättler (IEEE Trans. Circuits Syst. I Regul. Pap., 2005)

AntiAngiogenic Therapy in Cancer Treatment as an Optimal Control Problem. - Urszula Ledzewicz; Heinz Schättler (SIAM J. Control. Optim., 2007)

Optimal control for combination therapy in cancer. - Urszula Ledzewicz; Heinz Schättler; Alberto d'Onofrio (CDC, 2008)

On the structure of optimal controls for a mathematical model of tumor anti-angiogenic therapy with linear pharmacokinetics. - Urszula Ledzewicz; Heinz Schättler; Andrew Berman (CCA/ISIC, 2009)

Piecewise constant suboptimal controls for a system describing tumor growth under angiogenic treatment. - Urszula Ledzewicz; Heinz Schättler; John Marriott (CCA/ISIC, 2009)

The effect of pharmacokinetics on optimal protocols for a mathematical model of tumor anti-angiogenic therapy. - Urszula Ledzewicz; Yi Liu; Heinz Schättler (ACC, 2009)

Bang-bang and singular controls in a mathematical model for combined anti-angiogenic and chemotherapy treatments. - Urszula Ledzewicz; Helmut Maurer; Heinz Schättler (CDC, 2009)

Optimal controlled trajectories for a mathematical model of anti-angiogenic therapy in cancer. - Urszula Ledzewicz; Heinz Schättler (CDC, 2009)

High-order Maximum Principle for Abnormal Extremals. - Urszula Ledzewicz; Heinz Schättler (Encyclopedia of Optimization, 2009)

High-order Necessary Conditions for Optimality for Abnormal Points. - Urszula Ledzewicz; Heinz Schättler (Encyclopedia of Optimization, 2009)

Bifurcation of singular arcs in an optimal control problem for cancer immune system interactions under treatment. - Urszula Ledzewicz; Mohammad Naghnaeian; Heinz Schättler (CDC, 2010)

On classical envelopes in optimal control theory. - Heinz Schättler (CDC, 2010)

Minimum-Time Frictionless Atom Cooling in Harmonic Traps. - Dionisis Stefanatos; Heinz Schaettler; Jr-Shin Li (SIAM J. Control. Optim., 2011)

On optimal protocols for combinations of chemo- and immunotherapy. - Urszula Ledzewicz; Mozhdeh Faraji; Heinz Schättler (CDC, 2012)

A geometric analysis of bang-bang extremals in optimal control problems for combination cancer chemotherapy. - Heinz Schättler; Urszula Ledzewicz; S. Mahmoudian Dehkordi; M. Reisi (CDC, 2012)

Time-optimal frictionless atom cooling in harmonic traps. - Dionisis Stefanatos; Heinz Schaettler; Jr-Shin Li (CDC, 2012)

Multi-input Optimal Control Problems for Combined Tumor Anti-angiogenic and Radiotherapy Treatments. - Urszula Ledzewicz; Heinz Schättler (J. Optim. Theory Appl., 2012)

On the control of cell migration and proliferation in glioblastoma. - Heinz Schättler; Urszula Ledzewicz; Yangjin Kim; Aurelio de los Reyes; Eunok Jung (CDC, 2013)

Optimal Control with State Space Constraints. - Heinz Schättler (Encyclopedia of Systems and Control, 2015)

Optimal control for a SIR epidemiological model with time-varying populations. - Urszula Ledzewicz; Mahya Aghaee; Heinz Schättler (CCA, 2016)

Selective spiking in neuronal populations. - Anirban Nandi; Heinz Schättler; ShiNung Ching (ACC, 2017)

Optimal Control for a Mathematical Model of Glioma Treatment with Oncolytic Therapy and TNF-α Inhibitors. - Elzbieta Ratajczyk; Urszula Ledzewicz; Heinz Schättler (J. Optim. Theory Appl., 2018)

Optimal Combined Radio- and Anti-Angiogenic Cancer Therapy. - Urszula Ledzewicz; Helmut Maurer; Heinz Schättler (J. Optim. Theory Appl., 2019)

On the role of tumor heterogeneity for optimal cancer chemotherapy. - Urszula Ledzewicz; Heinz Schättler; Shuo Wang (Networks Heterog. Media, 2019)

Optimal Control for Fast, Accurate Threshold-Hitting. - Anirban Nandi; Heinz Schättler; ShiNung Ching (SIAM J. Control. Optim., 2019)

On the Role of the Objective in the Optimization of Compartmental Models for Biomedical Therapies. - Urszula Ledzewicz; Heinz Schättler (J. Optim. Theory Appl., 2020)

The Structure of Optimal Protocols for a Mathematical Model of Chemotherapy with Antiangiogenic Effects. - Urszula Ledzewicz; Heinz Schättler (SIAM J. Control. Optim., 2022)

On modeling the synergy of cancer immunotherapy with radiotherapy. - Urszula Ledzewicz; Heinz Schättler (Commun. Nonlinear Sci. Numer. Simul., 2023)