Coherent population trapping with a controlled dissipation: applications in optical metrology

Motivated by applications in mathematical imaging, asymptotic expansions of the heat generated by single, or well separated, small particles are derived in [5, 7] based on

Let X be a n-dimensional compact Alexandrov space satisfying the Perel’man conjecture. Let X be a compact n-dimensional Alexan- drov space of curvature bounded from below by

From this overview of the systematic shifts expected for an ion cloud, it appears that the important effects for the magnetic-dipole transition come from the second order Doppler

Then it will suce to apply Herman's theorem on dieomorphisms of the circle to conclude that each of the dieomorphisms appearing in this decomposition can be written as a product

Bounded cohomology, classifying spaces, flat bundles, Lie groups, subgroup distortion, stable commutator length, word metrics.. The authors are grateful to the ETH Z¨ urich, the MSRI

We show that high squeezing and entanglement can be generated at the output of a cavity containing atoms interacting with two fields in a Coherent Population Trapping situation,

The results show that the spectroscopic parameters in the HITRAN2016 and GEISA2015 databases lead to large residuals while data of two recent laboratory studies, obtained

Synopsis Absolute total cross sections and asymmetry parameters for photodetachment of C − ( 4 S o ) have been measured using animated-crossed-beam and velocity map imaging