[Interdisciplinary Applied Mathematics] Geometric Optimal Control Volume 38 ||Schättler, Heinz; Ledzewicz, Urszula · 2012

[Interdisciplinary Applied Mathematics] Geometric Design of Linkages Volume 11 ||McCarthy, J. Michael; Soh, Gim Song · 2011

[Interdisciplinary Applied Mathematics] Molecular Dynamics Volume 39 || Analyzing Geometric IntegratorsLeimkuhler, Ben; Matthews, Charles · 2015

[Interdisciplinary Applied Mathematics] Geometric Design of Linkages Volume 11 || Spherical Kinematics, · 2000

[Interdisciplinary Applied Mathematics] Geometric Design of Linkages Volume 11 || Platform Manipulators, · 2000

[Interdisciplinary Applied Mathematics] Geometric Design of Linkages Volume 11 || Planar Kinematics, · 2000

[Interdisciplinary Applied Mathematics] Geometric Optimal Control Volume 38 || || Front_matterSchättler, Heinz; Ledzewicz, Urszula · 2012

[Interdisciplinary Applied Mathematics] Geometric Design of Linkages Volume 11 || Analysis of Spherical Linkages, · 2000

AN EXTENDED MAXIMUM PRINCIPLEURSZULA LEDZEWICZ; HEINZ SCHÄTTLER · 1997

ON OPTIMAL CHEMOTHERAPY FOR HETEROGENEOUS TUMORSLEDZEWICZ, URSZULA; SCHÄTTLER, HEINZ · Journal of Biological Systems · 2014

[Interdisciplinary Applied Mathematics] Geometric Optimal Control Volume 38 ||Schättler, Heinz; Ledzewicz, Urszula · 2012

On optimal delivery of combination therapy for tumorsAlberto d’Onofrio; Urszula Ledzewicz; Helmut Maurer; Heinz Schättler · 2009

A High-Order Generalized Local Maximum PrincipleLedzewicz, Urszula; Schättler, Heinz · SIAM Journal on Control and Optimization · 2000

A high-order generalization of the Lyusternik theoremUrszula Ledzewicz; Heinz Schättler · 1998

Lyapunov-Schmidt reduction for optimal control problemsSchättler, Heinz; Ledzewicz, Urszula · Discrete and Continuous Dynamical Systems - Series B · 2012

High-order tangent cones and their application in optimizationUrszula Ledzewicz; Heinz Schättler · 1997