G. Chadzitaskos

发表

Optical element for X-ray microscopy

G. Chadzitaskos, 2008, 0809.5160.

Asymmetric harmonic oscillator

J. Patera, G. Chadzitaskos, 2022, 2204.06415.

Improving quantum gate fidelities using optimized Euler angles

S. Schirmer, K. Chatzisavvas, G. Chadzitaskos, 2008, 0805.2894.

CNOT on polarization states of coherent light

J. Tolar, G. Chadzitaskos, 2011, 1106.1057.

Dihedral symmetry of periodic chain: quantization and coherent states

J. Tolar, G. Chadzitaskos, P. Luft, 2007, quant-ph/0702180.

Systems with intensity-dependent conversion integrable by finite orthogonal polynomials

A. Odzijewicz, G. Chadzitaskos, A. Tereszkiewicz, 2003, math-ph/0310058.

The Exact Solution of the Eigenvalue Problem for the Parametric Down Conversion Process in the Kerr Medium

A. Odzijewicz, G. Chadzitaskos, A. Tereszkiewicz, 2003, math-ph/0308044.

Contractions of 3-Dimensional Representations of the Lie Algebra $\mathfrak{sl}(2)$

J. Smotlacha, G. Chadzitaskos, 2012 .

Contractions of 3-Dimensional Representations of the Lie Algebra sl(2)

J. Smotlacha, G. Chadzitaskos, 2012 .

Transformation design and nonlinear Hamiltonians

I. Jex, T. Brougham, G. Chadzitaskos, 2009, 0907.4900.

Coherent States on Open Finite Chains

G. Chadzitaskos, 2007 .

Three boson interaction process: spectra and coherent states

J. Smotlacha, G. Chadzitaskos, C. Daskaloyannis, 2013 .

Quantization on and coherent states over

J. Tolar, G. Chadzitaskos, 1997 .

Quantizations on the circle and coherent states

J. Tolar, G. Chadzitaskos, P. Luft, 2012, 1201.3895.

Coherent states on the circle

J. Tolar, G. Chadzitaskos, P. Luft, 2011, 1101.4171.

Feynman path integral and ordering rules on discrete finite space

J. Tolar, G. Chadzitaskos, 1993 .

Feynman's path integral and mutually unbiased bases

J. Tolar, G. Chadzitaskos, 2009, 0904.0886.

Explicit algorithm for generalized Euler decomposition of SU(2)

S. Schirmer, K. Chatzisavvas, G. Chadzitaskos, 2008 .

Wigner Quantization on the Circle and R+

J. Tolar, G. Chadzitaskos, 2004 .

Discrete even Fourier–Weyl transforms of A1×A1\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$A_1 \times A_1$$\end{doc

G. Chadzitaskos, Jiří Hrivnák, Jan Thiele, 2023, Analysis and Mathematical Physics.