We show the adaptation of a multifunctional optical system consisting of two spatial light modulators for the optimal measurement of the Radon-Wigner transform of one-dimensional signals. The proposed Radon-Wigner display allows reconstructing the Wigner distribution and the phase or the mutual intensity of fully or partially coherent fields, respectively. It is also suitable for the analysis of two-dimensional rotationally symmetric or separable in Cartesian coordinates optical fields. The feasibility of the proposed scheme is experimentally demonstrated in several examples
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
ti noise.3 For one-dimensional ~1-D! signals it is pos- We develop an optical system to obtain an ap...
We propose a simple approach for the phase space tomography reconstruction of the Wigner distributio...
The application of partially coherent optical beams for imaging, free space communication, random me...
It is presented the use of the temporal Radon-Wigner transform (RWT), which is the squared modulus o...
It is presented the use of the temporal Radon-Wigner transform (RWT), which is the squared modulus o...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
Phase spaces are different ways to represent signals. Owing to their properties, they are often used...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
An optical-digital method has been developed to obtain the Wigner distribution function of one-dimen...
This dissertation considers a method for processing two-dimensional (2-D) signals (e.g. imagery) by ...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
ti noise.3 For one-dimensional ~1-D! signals it is pos- We develop an optical system to obtain an ap...
We propose a simple approach for the phase space tomography reconstruction of the Wigner distributio...
The application of partially coherent optical beams for imaging, free space communication, random me...
It is presented the use of the temporal Radon-Wigner transform (RWT), which is the squared modulus o...
It is presented the use of the temporal Radon-Wigner transform (RWT), which is the squared modulus o...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
Phase spaces are different ways to represent signals. Owing to their properties, they are often used...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
An optical-digital method has been developed to obtain the Wigner distribution function of one-dimen...
This dissertation considers a method for processing two-dimensional (2-D) signals (e.g. imagery) by ...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
By using the Radon–Wigner transform (RWT), we analyze the temporal selfimaging or Talbot effect for ...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...
The Radon-Wigner transform, associated with the intensity distribution in the fractional Fourier tra...