PyShearlets-master
所属分类：其他
开发工具：Python
文件大小：74KB
下载次数：8
上传日期：2018-11-23 16:40:04
上 传 者：
erich man
说明： 基于python语言的剪切波变换,可用于图像融合，分割等。
(Shearlets Transform Based on Python Language)
文件列表:
.travis.yml (808, 2017-04-18)
COPYING (35147, 2017-04-18)
FFST (0, 2017-04-18)
FFST\__init__.py (405, 2017-04-18)
FFST\_fft.py (4538, 2017-04-18)
FFST\_inverseShearletTransformSpect.py (2243, 2017-04-18)
FFST\_scalesShearsAndSpectra.py (7549, 2017-04-18)
FFST\_shearletTransformSpect.py (2973, 2017-04-18)
FFST\_version.py (16774, 2017-04-18)
FFST\meyerShearlet.py (5572, 2017-04-18)
FFST\shearletScaleShear.py (5254, 2017-04-18)
FFST\tests (0, 2017-04-18)
FFST\tests\__init__.py (0, 2017-04-18)
FFST\tests\test_ffst.py (3454, 2017-04-18)
MANIFEST.in (47, 2017-04-18)
doc (0, 2017-04-18)
doc\Makefile (6803, 2017-04-18)
doc\conf.py (9519, 2017-04-18)
doc\index.rst (1750, 2017-04-18)
doc\reference (0, 2017-04-18)
doc\sphinxext (0, 2017-04-18)
doc\sphinxext\docscrape.py (17565, 2017-04-18)
doc\sphinxext\docscrape_sphinx.py (7759, 2017-04-18)
doc\sphinxext\github.py (5379, 2017-04-18)
doc\sphinxext\math_dollar.py (2043, 2017-04-18)
doc\sphinxext\numpydoc.py (6623, 2017-04-18)
doc\tools (0, 2017-04-18)
doc\tools\LICENSE.txt (246, 2017-04-18)
doc\tools\apigen.py (17990, 2017-04-18)
doc\tools\buildmodref.py (2078, 2017-04-18)
examples (0, 2017-04-18)
examples\example.py (3244, 2017-04-18)
setup.cfg (151, 2017-04-18)
setup.py (486, 2017-04-18)
... ...
Fast Finite Shearlet Transform
==============================
Python port of FFST copyright 2015-2016, Gregory R. Lee.
The original Matlab implementation is copyright 2014 Soren Hauser and is
covered by a GPL v3 license (see README.orig and COPYING for the license
terms).
The original Matlab implementation (v0.2) can be obtained here:
http://www.mathematik.uni-kl.de/imagepro/software/ffst/
The implementation is described in the following publications.
S. Hauser, G. Steidl (2014).
Fast Finite Shearlet Transform: a tutorial.
ArXiv. (1202.1773),
S. Hauser and G. Steidl (2013).
Convex Multiclass Segmentation with Shearlet Regularization.
International Journal of Computer Mathematics. 90, (1), 62-81.
Alternative implementations of shearlets for Matlab are available here:
ShearLab: www.shearlab.org
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