Symplectic Techniques in Differential Geometry (Symplectic Techniques) KU Leuven
Symplectic geometry is the mathematical framework which was created to most efficiently describe classical mechanics. It dates back to Hamilton's formulation of Newton's laws of motion, in the 1800s. The modern subject, however, was truly born much more recently, in the 1960s and 1970s, following the discovery of surprising "rigid" and "flexible" phenomena. The subject has become a study in the tension between these two conflicting ...