Phase retrieval (PR) is a challenging nonlinear inverse problem in scientific imaging that involves reconstructing the phase of a signal from its intensity measurements. Recently, there has been an increasing interest in deep learning-based PR. Motivated by the challenge of collecting ground-truth (GT) images in many domains, this paper proposes a fully-unsupervised learning approach for PR, which trains an end-to-end deep model via a GT-free teacher-student online distillation framework. Specifically, a teacher model is trained using a self-expressive loss with noise resistance, while a student model is trained with a consistency loss on augmented data to exploit the teacher's dark knowledge. Additionally, we develop an enhanced unfolding ...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
Phase retrieval approaches based on deep learning DL provide a framework to obtain phase informat...
Phase retrieval approaches based on deep learning DL provide a framework to obtain phase informat...
Phase retrieval approaches based on deep learning (DL) provide a framework to obtain phase informati...
Phase retrieval approaches based on deep learning (DL) provide a framework to obtain phase informati...
The non-linear equation of phase retrieval appears in many different scenarios, from X-ray imaging t...
Phase retrieval in optical imaging refers to the recovery of a complex signal from phaseless data ac...
Randomized probe imaging (RPI) is a single-frame diffractive imaging method that uses highly randomi...
This electronic version was submitted by the student author. The certified thesis is available in th...
The quality of inverse problem solutions obtained through deep learning is limited by the nature of ...
The classical phase retrieval problem is the recovery of a constrained image from the magnitude of i...
Abstract A deep learning algorithm for single-shot phase retrieval under a conventional microscope i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
Phase retrieval approaches based on deep learning DL provide a framework to obtain phase informat...
Phase retrieval approaches based on deep learning DL provide a framework to obtain phase informat...
Phase retrieval approaches based on deep learning (DL) provide a framework to obtain phase informati...
Phase retrieval approaches based on deep learning (DL) provide a framework to obtain phase informati...
The non-linear equation of phase retrieval appears in many different scenarios, from X-ray imaging t...
Phase retrieval in optical imaging refers to the recovery of a complex signal from phaseless data ac...
Randomized probe imaging (RPI) is a single-frame diffractive imaging method that uses highly randomi...
This electronic version was submitted by the student author. The certified thesis is available in th...
The quality of inverse problem solutions obtained through deep learning is limited by the nature of ...
The classical phase retrieval problem is the recovery of a constrained image from the magnitude of i...
Abstract A deep learning algorithm for single-shot phase retrieval under a conventional microscope i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...
International audienceWe propose the deep Gauss–Newton (DGN) algorithm. The DGN allows one to take i...