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Middle-dimensional squeezing and non-squeezing phenomena in Hamiltonian dynamics on finite dimensional and infinite-dimensional phase spaces

Subject Area Mathematics
Term from 2013 to 2018
Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 242354134
 
Symplectomorphisms are the natural transformations of Hamiltonian dynamics. The celebrated non-squeezing theorem of Gromov states that no symplectomorphism can map the ball of radius r into the cylinder of radius s
DFG Programme Research Grants
International Connection France, Israel, Italy, Switzerland
 
 

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