BASU-MALLICK B., BHATTACHARYYA T., KUNDU A.
Bound and scattering of extended Calogero model with an additional PT invariant interaction..  /5-12/

BENDER C.M.
PT-symmetry in quantum field theory..  /13-28/

CALICETI E.
Distributional Borel sum for the PT-symmetric Hénon-Heiles model..  /29-34/

DOREY P., DUNNING C., TATEO R.
A reality proof in PT-symmetric quantum mechanics..  / 35-42/

FEI S.-M.
Exactly solvable many-body systems and pseudo-Hermitian point interactions..  / 43-50/

GEYER H.B.
Non-Hermiticity, boson realizations, and the role of a physical subspace..  / 51-56/

HANDY C.R.
Positivity representations for non-Hermitian Hamiltonians..  /57-66/

JAKUBSKÝ V.
PT-symmetric Calogero-type model..  /67-70/

KRETSCHMER R., SZYMANOWSKI L.
The Hilbert-space structure of non-Hermitian theories with real spectra..  /71-76/

LÉVAI G.
Exact analytical study of the PT-symmetry-breaking mechanism. .  / 77-84/

MILTON K.A.
Anomalies in PT-symmetric quantum field theory..  /85-92/

MOSTAFAZADEH A.
Wave function of the universe and its meaning..  /93-100/

NANAYAKKARA A.
Classical motion of complex 2-D non-Hermitian Hamiltonian systems..  /101-108/

BERNARD C., SAVAGE VAN M.
PT-symmetric quantum field theories and the Langevin equation..  /109-118/

SCOLARICI G.
Pseudo-Hermitian Hamiltonians and generalized involutory symmetries..  /119-128/

SINHA A., ROY P.
Generation of exactly solvable non-Hermitian potentials with real energies..  /129-138/

SNYMAN I.
Ambiguities in the regularization of the spiked harmonic oscillator..  /139-142/

WANG Q.
Finite-dimensional PT-symmetric Hamiltonians..  /143-146/

WEIGERT S.
The Gram matrix of a PT-symmetric quantum system..  /147-150/

ZNOJIL M.
Experiments in PT-symmetric quantum mechanics..  /151-156/