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shihsh's Projects

2d_gaussian_fit icon 2d_gaussian_fit

Python code for 2D gaussian fitting, modified from the scipy cookbook.

abtem icon abtem

ab initio Transmission Electron Microscopy

aipy icon aipy

Astronomical Interferometry in PYthon (AIPY)

airlab icon airlab

Image registration laboratory for 2D and 3D image data

bcs icon bcs

Bayesian Compressive Sensing and Multi-task Compressive Sensing

cremi_electronmicroscopy_registration icon cremi_electronmicroscopy_registration

Re-implement MICCAI19 Fast and Accurate Electron Microscopy Image Registration with 3D Convolution by Shenglong Zhou, Zhiwei Xiong, Chang Chen, Xuejin Chen, Dong Liu, Yueyi Zhang, Zheng-Jun Zha, and Feng Wu

cremi_python icon cremi_python

Python scripts to read and write the CREMI hdf5 file format.

fftw3 icon fftw3

DO NOT CHECK OUT THESE FILES FROM GITHUB UNLESS YOU KNOW WHAT YOU ARE DOING. (See below.)

gaussfitter icon gaussfitter

Gaussfitter! Fitting 2D gaussians. Used to be on agpy

holoaverage icon holoaverage

Reconstruction and averaging of off-axis electron holograms as obtained by transmission electron microscopes.

image-registration icon image-registration

A MATLAB library/toolbox providing access to image registration suitable for use with medical images.

image-registration-1 icon image-registration-1

An FFT-Based Technique for Translation, Rotation, and Scale-Invariant Image Registration

imreg_dft icon imreg_dft

Image registration using discrete Fourier transform.

mc_simulation_morse_potential icon mc_simulation_morse_potential

This program uses Monte Carlo simulated annealing for optimization. We use the Morse Potential to compute the energy for an arbitrary number of atoms. We then use a Monte Carlo simulation to identify the lowest energy configuration of the atoms.

mrm-2014-phaseunwrapping icon mrm-2014-phaseunwrapping

Robust Phase Unwrapping for MR Temperature Imaging Using a Magnitude-Sorted List, Multi-Clustering Algorithm

non-convex icon non-convex

Self-contained implementation of non-convex optimization algorithms in python. Steepest Descent, Conjugate Gradient, Newton's Method, Quasi-newton (BFGS), l-BFGS

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