slepc

SLEPc: Scalable Library for Eigenvalue Problem Computations

These details have not been verified by PyPI

Project links

Development Status
- 5 - Production/Stable
Intended Audience
- Developers
- Science/Research
License
- OSI Approved :: BSD License
Operating System
- POSIX
Programming Language
- C
- C++
- Fortran
- Python
Topic
- Scientific/Engineering
- Software Development :: Libraries

Project description

SLEPc is a software library for the solution of large scale sparse eigenvalue problems on parallel computers. It is an extension of PETSc and can be used for either standard or generalized eigenproblems, with real or complex arithmetic. It can also be used for computing a partial SVD of a large, sparse, rectangular matrix, and to solve nonlinear eigenvalue problems.

Note

To install the PETSc, SLEPc, petsc4py, and slepc4py packages (mpi4py is optional but highly recommended) use:

$ python -m pip install numpy mpi4py
$ python -m pip install petsc petsc4py
$ python -m pip install slepc slepc4py

Tip

You can also install the in-development versions with:

$ python -m pip install Cython numpy mpi4py
$ python -m pip install --no-deps https://gitlab.com/petsc/petsc/-/archive/main/petsc-main.tar.gz
$ python -m pip install --no-deps https://gitlab.com/slepc/slepc/-/archive/main/slepc-main.tar.gz

Provide any SLEPc ./configure options using the environmental variable SLEPC_CONFIGURE_OPTIONS.

Project details

These details have not been verified by PyPI

Project links

Development Status
- 5 - Production/Stable
Intended Audience
- Developers
- Science/Research
License
- OSI Approved :: BSD License
Operating System
- POSIX
Programming Language
- C
- C++
- Fortran
- Python
Topic
- Scientific/Engineering
- Software Development :: Libraries

Release history Release notifications | RSS feed

3.22.1

Nov 1, 2024

3.22.0

Oct 2, 2024

This version

3.21.2

Sep 30, 2024

3.21.1

Apr 27, 2024

3.21.0

Apr 2, 2024

3.20.2

Mar 15, 2024

3.20.1

Nov 28, 2023

3.20.0

Oct 4, 2023

3.19.2

Sep 6, 2023

3.19.1

May 15, 2023

3.19.0

Apr 12, 2023

3.18.3

Mar 24, 2023

3.18.2

Jan 26, 2023

3.18.1

Nov 4, 2022

3.18.0

Oct 7, 2022

3.17.2

Aug 9, 2022

3.17.1

Apr 11, 2022

3.17.0

Apr 8, 2022

3.16.3

Apr 11, 2022

3.16.1

Nov 21, 2021

3.16.0

Oct 3, 2021

3.15.2

Sep 21, 2021

3.15.1

May 29, 2021

3.14.2

Feb 4, 2021

3.14.1

Feb 4, 2021

3.14.0

Oct 14, 2020

3.13.2

May 12, 2020

3.13.1

Apr 17, 2020

3.13.0

Apr 5, 2020

3.12.2

Feb 5, 2020

3.12.1

Feb 5, 2020

3.12.0

Oct 11, 2019

3.11.0

Apr 15, 2019

3.10.0

Sep 24, 2018

3.9.0

Apr 23, 2018

3.8.0

Oct 21, 2017

3.7.1

Jun 1, 2016

3.7.0

May 22, 2016

3.6.0

Jul 5, 2015

3.5.3

Jan 13, 2015

3.5.1

Sep 1, 2014

3.5

Aug 18, 2014

3.4.4

Aug 18, 2014

3.4.3

Aug 18, 2014

3.4.2

Oct 11, 2013

3.4.1

Aug 27, 2013

3.3.4

Aug 18, 2014

3.3.3

Mar 14, 2013

3.3.2

Sep 10, 2012

3.2.1

Nov 5, 2011

3.1.post6

Mar 18, 2011

3.1.post5

Jan 10, 2011

3.1.post4

Sep 25, 2010

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