treem - neuron morphology processing tool
Module provides data structure and command-line tools for accessing and
manipulating the digital reconstructions of the neuron morphology in
Stockley-Wheal-Cannon format (SWC).
Main classes
Access to morphological data from the source code is supported by the
classes Tree
, Node
, Morph
and SWC
.
Tree
- Recursive tree data structureNode
- Morphology data storageMorph
- Neuron morphology representationSWC
- Definitions of the data format
Commands
Common operations with SWC files are possible via the swc
command-line
tool:
swc <command> [options] file
or sometimes more convenient as
swc <command> file [file ...] [options]
List of swc
commands:
check
- Test morphology reconstruction for structural consistencyconvert
- Convert morphology to compliant SWC formatfind
- Locate single nodes in the reconstructionmeasure
- Calculate morphometric featuresmodify
- Manipulate morphology reconstructionrender
- Display 3D model of the reconstructionrepair
- Correct reconstruction errorsview
- Show morphology structure
Installation
Install the latest stable release:
pip3 install treem
Install a development version:
pip3 install git+https://github.com/a1eko/treem
See also pip3
documentation for installation alternatives.
Dependencies
Module treem
has minimal runtime dependencies:
python
>= 3.7matplotlib
numpy
PyOpenGL
(optional) enables swc render
command
For testing and documentation, treem
needs development packages with
third-party extensions:
sphinx
with napoleon
and programoutput
pytest
with pytest-cov
coverage
Documentation
Documentation is available online at Read the Docs.
Funding
Horizon 2020 Framework Programme (785907, HBP SGA2); Horizon 2020 Framework Programme (945539, HBP SGA3); Vetenskapsrådet (VR-M-2017-02806, VR-M-2020-01652); Swedish e-science Research Center (SeRC); KTH Digital Futures.
We acknowledge the use of Fenix Infrastructure resources, which are partially funded from the European Union's Horizon 2020 research and innovation programme through the ICEI project under the grant agreement No. 800858.
The computations and testing were enabled by resources provided by the Swedish National Infrastructure for Computing (SNIC) at PDC KTH partially funded by the Swedish Research Council through grant agreement no. 2018-05973.