On the growth of averaged Weyl sums for rigid rotations
On the contraction of the discrete series of
It is shown, using techniques inspired by the method of orbits, that each non-zero mass, positive energy representation of the Poincaré group can be obtained via contraction from the discrete series of representations of .
Egorov theorems and equidistribution of eigenfunctions for the quantized sawtooth and Baker maps
Page 1