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Sussman and Wisdom - Functional Differential Geometry - 2005.pdf

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Sussman and Wisdom - Functional Differential Geometry - 2005.pdf
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Sussman G.J., Wisdom J., Mayer M.E. Structure and interpretation of classical mechanics (MIT, 2000).pdf
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Sussman, Wisdom and Mayer - Structure and interpretation of classical mechanics - MIT - 2000.pdf
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Susman - Symmetries and Integrals of Motion in Optimal Control.pdf
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Sussmann - Geometry and Optimal Control.pdf
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Sunders and Murdock - Averaging Methods in Nonlinear Dynamical Systems.pdf
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Sussmann - New Theories of Set-valued Differentials and New Versions of the Maximum Principle of Optimal Control.pdf
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Sunders - One Symmetry Does Not Imply Integrability.pdf
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Sussmann - Set-valued differentials and the hybrid maximum principle.pdf
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Sunders - On Recursion Operators.pdf
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Sussmann - WHY REAL ANALYTICITY IS IMPORTANT IN CONTROL THEORY.pdf
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Sunders - Integrable systems in 3 dimensional Riemannian geometry.pdf
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Sussmann and Willems - 300 YEARS OF OPTIMAL CONTROL FROM THE BRACHYSTOCHRONE TO THE MAXIMUM PRINCIPLE - 1996.pdf
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Sunders - Integrable Systems and their Recursion Operators.pdf
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Svec - Cartan method of spe. frames.pdf
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Sunders - Classification of Symmetry-Integrable Evolution Equations.pdf
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Svec - Cartan’s method of specialization of frames.pdf
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Sun - New symmetries and their Lie algebra properties for the Burgers' equation.pdf
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Svec - Differential geometry of surfaces. (English). Czechoslovak Mathematical Journal, vol. 39 - 1989.pdf
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Sumbatyan, Scalia. Equations of Mathematical Diffraction Theory (CRC, 2005)(ISBN 0415308496)(291s.pdf
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