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1D to 2D modulation for ultra fast focusing through complex media

JTh3D.1 Mathematics in Imaging (MATH) 2019 View: PDF

Compressive Imaging Flow Cytometry and “Image-Free” Image Classification

JTh3D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Perfect invisibility with ideal lenses

JTh3D.4 Mathematics in Imaging (MATH) 2019 View: PDF

Telescope windows examined by Wigner function

JTh3D.5 Mathematics in Imaging (MATH) 2019 View: PDF

Sharper and Dipper Laser Beam Shaping for Super-Resolved Imaging in Silicon

JTh3D.6 Mathematics in Imaging (MATH) 2019 View: PDF

Tetrahedron as a quantum self-imaging system

JTh3D.7 Mathematics in Imaging (MATH) 2019 View: PDF

Multi-illumination single-holographic-exposure lensless Fresnel (MISHELF) microscopy using 4 channels

JW2A.1 Mathematics in Imaging (MATH) 2019 View: PDF

Tomographic reconstruction of mm-size objects with a microfocus X-ray source

JW2A.10 Mathematics in Imaging (MATH) 2019 View: PDF

Influence of Spatial Power Spectrum Pattern Gray-level Distortion on Coherent Diffraction Imaging Reconstruction

JW2A.11 Mathematics in Imaging (MATH) 2019 View: PDF

Few but alike: how correspondence ghost imaging works

JW2A.12 Mathematics in Imaging (MATH) 2019 View: PDF

Wavefront Recovery: Shack-Hartmann Aberrometry vs PhaseLift Using a Single Binary Amplitude Modulating Mask

JW2A.13 Mathematics in Imaging (MATH) 2019 View: PDF

How to Estimate Depth in Polarization 3D Imaging with the Monocular Vision Model

JW2A.14 Mathematics in Imaging (MATH) 2019 View: PDF

Reducing motion blur in ghost imaging with Hessian enhancement filter

JW2A.15 Mathematics in Imaging (MATH) 2019 View: PDF

A Method of Fourier Ptychography Based on Variable Aperture Scanning

JW2A.16 Mathematics in Imaging (MATH) 2019 View: PDF

Self-calibrated four-axis high-precision polarimeter

JW2A.17 Mathematics in Imaging (MATH) 2019 View: PDF

Maximum-likelihood localization of overlapping point sources in 3D microscopy using CLEAN

JW2A.18 Mathematics in Imaging (MATH) 2019 View: PDF

Computational multispectral imaging via one digital micromirror device

JW2A.19 Mathematics in Imaging (MATH) 2019 View: PDF

SMIM in reflection imaging mode

JW2A.2 Mathematics in Imaging (MATH) 2019 View: PDF

Coded Illumination in Compressive X-ray CT

JW2A.20 Mathematics in Imaging (MATH) 2019 View: PDF

Adaptive Compressive Sensing with Multiscale Hadamard Patterns

JW2A.21 Mathematics in Imaging (MATH) 2019 View: PDF

A Novel Multiframe Compressive Spectral Imaging Architecture

JW2A.22 Mathematics in Imaging (MATH) 2019 View: PDF

Deep Learning for the Design of Computational Microscopes

JW2A.24 Mathematics in Imaging (MATH) 2019 View: PDF

3D object position retrieval with the light-field camera and microscope

JW2A.25 Mathematics in Imaging (MATH) 2019 View: PDF

3D Computational Imaging

JW2A.26 Mathematics in Imaging (MATH) 2019 View: PDF

Analysis of required alignment accuracy for gradient-index rod array

JW2A.27 Mathematics in Imaging (MATH) 2019 View: PDF

Non-Conventional Optical Technique to Determine Spatio-Temporal Characteristics of Objects with Specially Designed Apodizing Filter

JW2A.28 Mathematics in Imaging (MATH) 2019 View: PDF

Around the corner indirect passive imaging

JW2A.29 Mathematics in Imaging (MATH) 2019 View: PDF

Single-pixel video imaging with DCT sampling

JW2A.3 Mathematics in Imaging (MATH) 2019 View: PDF

Preliminary study on remote sensing the relationship between the brightness temperature pulses observed with a ground-based microwave radiometer and the lightning action integral*

JW2A.30 Mathematics in Imaging (MATH) 2019 View: PDF

Estimating mean spectral characteristics of energy of turbulent fluctuations from large scale atmospheric perturbations and wavefront measurements

JW2A.31 Mathematics in Imaging (MATH) 2019 View: PDF

Method to restore the height profiles of atmospheric turbulence from measurements of the wavefront local slopes by a single Shack-Hartmann sensor

JW2A.32 Mathematics in Imaging (MATH) 2019 View: PDF

Research on the evolution of 40Gbps light pulses propagating through different levels of turbulence

JW2A.33 Mathematics in Imaging (MATH) 2019 View: PDF

Designing, Building, and Testing of a Hybrid Wavefront Sensor for Adaptive Optics

JW2A.35 Mathematics in Imaging (MATH) 2019 View: PDF

The effect of intermittency of astronomical images in the high-altitude observations

JW2A.36 Mathematics in Imaging (MATH) 2019 View: PDF

1 kilometer atmospheric propagation studies of a 5 TW ultrashort pulse laser

JW2A.37 Mathematics in Imaging (MATH) 2019 View: PDF

Comparison of adaptive free form lens with deformable mirrors

JW2A.38 Mathematics in Imaging (MATH) 2019 View: PDF

Water-cooled stacked-actuator deformable mirror for atmospheric phase distortions correction

JW2A.39 Mathematics in Imaging (MATH) 2019 View: PDF

All-in-one confocal and widefield fluorescence microscope to investigate membrane receptor dynamics

JW2A.4 Mathematics in Imaging (MATH) 2019 View: PDF

Experimental Study on the Turbulence Resistant Properties of Custom Designed Beams Encoded with Multiple Vortices

JW2A.40 Mathematics in Imaging (MATH) 2019 View: PDF

Nonlinear Diffraction Tomography without Iterations

JW2A.41 Mathematics in Imaging (MATH) 2019 View: PDF

Aberration analysis and measurement of micro-offset free-form mirrors

JW2A.42 Mathematics in Imaging (MATH) 2019 View: PDF

Accurate solution of the transmission of intensity equation by the Hartmann on a chip

JW2A.43 Mathematics in Imaging (MATH) 2019 View: PDF

DMD camera and its application

JW2A.45 Mathematics in Imaging (MATH) 2019 View: PDF

Fast Fourier Transform as Color Variation Descriptor for Imaging the Stress Field from Photoelasticity Videos

JW2A.46 Mathematics in Imaging (MATH) 2019 View: PDF

Heterodyne Mixing Efficiency of a Digital Holography System

JW2A.47 Mathematics in Imaging (MATH) 2019 View: PDF

Holographic imaging and acoustofluidics: an advantageous combination

JW2A.48 Mathematics in Imaging (MATH) 2019 View: PDF

Particle characterization using forward elastic light scattering

JW2A.49 Mathematics in Imaging (MATH) 2019 View: PDF

Denoising prior driven reconstruction of microscopy images with Poisson statistics

JW2A.5 Mathematics in Imaging (MATH) 2019 View: PDF

Texture analysis for evaluating the Bayer and demosaicking effects in photoelasticity images

JW2A.50 Mathematics in Imaging (MATH) 2019 View: PDF

Achromatic Broadband Diffractive Lenses for Focusing and Imaging in LWIR

JW2A.51 Mathematics in Imaging (MATH) 2019 View: PDF

Low Intensity LiDAR using Depth Aware Compressive Sensing and a Photon Number Resolving Detector

JW2A.6 Mathematics in Imaging (MATH) 2019 View: PDF

Blind structured illumination microscopy using saturated speckle patterns

JW2A.7 Mathematics in Imaging (MATH) 2019 View: PDF

Snapshot Spectral Imaging with Generalized Photon Sieves

JW2A.8 Mathematics in Imaging (MATH) 2019 View: PDF

Convolutional Inverse Problems in Imaging with Convolutional Sparse Models

JW2A.9 Mathematics in Imaging (MATH) 2019 View: PDF

Temporal Compressed Measurements for Block-wise Compressive Imaging

JW4B.1 Mathematics in Imaging (MATH) 2019 View: PDF

Polarizer-free polarization contrast compressive imaging

JW4B.2 Mathematics in Imaging (MATH) 2019 View: PDF

Optimal Coding Patterns in Spatial Spectral Compressive Spectral Imagers

JW4B.3 Mathematics in Imaging (MATH) 2019 View: PDF

360° snapshot imaging with a convex array of long-wave infrared cameras

JW4B.4 Mathematics in Imaging (MATH) 2019 View: PDF

Closed-Form Solution to Disambiguate Defocus Blur in Single-Perspective Images

MM1D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Blind-deblurring: learning based approach

MM1D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Location Estimation for Light Field Microscopy based on Convolutional Sparse Coding

MM2D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Markov Chain Modeling for High-Flux Single-Photon Detection with Dead Times

MM2D.3 Mathematics in Imaging (MATH) 2019 View: PDF

On optimal sampling, minimizing measuring time, in point-by-point surface metrology

MM2D.5 Mathematics in Imaging (MATH) 2019 View: PDF

Fundamental Limits on Imaging the Orientational Dynamics of Dipole-Like Emitters

MM3D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Multipole Spatio-angular Fluorescence Microscopy

MM3D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Exit pupil position estimation using a thin-film based spectral camera

MM3D.5 Mathematics in Imaging (MATH) 2019 View: PDF

Learning Biological Structures from Birefringence images with Deep Neural Networks

MTu3D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Classical Optics and Ray-Wave Duality: treading in the path (integral) of Feynman

MTu3D.4 Mathematics in Imaging (MATH) 2019 View: PDF

Phase retrieval from local correlation measurements with fixed shift length

MTu4D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Coherent-Image Reconstruction Using Convolutional Neural Networks

MTu4D.4 Mathematics in Imaging (MATH) 2019 View: PDF

Application of the Van Cittert-Zernike Theorem to Imaging with Dynamic Metasurface Apertures

MW1D.1 Mathematics in Imaging (MATH) 2019 View: PDF

Efficient PSF field estimation, tracing few rays, in axially symmetric optical systems

MW1D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Superresolution imaging and superoscillation design

MW1D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Generalized phase screen model that accounts for the generalized memory effect

MW3D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Correlation-based imaging in adaptive optics

MW3D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Exploiting Fisher Information for Constructing an Efficient Nonlinear Optimization Scheme for Quantum Imaging

MW3D.4 Mathematics in Imaging (MATH) 2019 View: PDF

Modelling of Errors and Uncertainties in Photoacoustic Tomography using a Bayesian Framework

MW4D.2 Mathematics in Imaging (MATH) 2019 View: PDF

Full Hessian based reconstruction scheme for SPN approximated fluorescence optical tomography

MW4D.3 Mathematics in Imaging (MATH) 2019 View: PDF

Characterization of Ultrasound Fields Using a Potential Optical Flow Based Synthetic Schlieren Tomography

MW4D.4 Mathematics in Imaging (MATH) 2019 View: PDF

Simulating Optical System Performance Using Light Fields Generated from Rendering Software

MW4D.5 Mathematics in Imaging (MATH) 2019 View: PDF

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