$\mathcal{PT}$ 𝒫𝒯 -symmetric rational Calogero model with balanced loss and gain

Elementary modes of coupled oscillators as whispering-gallery microresonators

(2015) Rabin Banerjee et al.   MODERN PHYSICS LETTERS A

An exactly solvable $\mathcal {PT}$-symmetric dimer from a Hamiltonian system of nonlinear oscillators with gain and loss

(2014) I V Barashenkov et al.   Journal of Physics A-Mathematical and Theoretical

Parity–time-symmetric whispering-gallery microcavities

(2014) Bo Peng et al.   Nature Physics

Twofold transition inPT-symmetric coupled oscillators

(2014) Carl M. Bender et al.   PHYSICAL REVIEW A

Systems of coupledPT-symmetric oscillators

(2014) Carl M. Bender et al.   PHYSICAL REVIEW A

PT-symmetric dimer of coupled nonlinear oscillators

(2013) Jesús Cuevas et al.   PHYSICAL REVIEW A

Supersymmetric many-particle quantum systems with inverse-square interactions

(2012) Pijush K Ghosh   Journal of Physics A-Mathematical and Theoretical

Experimental study of activeLRCcircuits withPTsymmetries

(2011) Joseph Schindler et al.   PHYSICAL REVIEW A

Fluctuations around periodic BPS-density waves in the Calogero model

(2010) V. Bardek et al.   JOURNAL OF HIGH ENERGY PHYSICS

Density waves in the Calogero model – revisited

(2009) V. Bardek et al.   ANNALS OF PHYSICS