CITATION.cff

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title: Variational Solvers for Irreversible Evolutionary Systems
message: >-
  Three solvers for irreversible evolutionary processes with
  a general energetic notion of stability.
type: software
authors:
  - given-names: Andrés A
    family-names: León Baldelli
    email: leon.baldelli@cnrs.fr
    affiliation: '∂’Alembert Institute, CNRS, Sorbonne Universités'
    orcid: 'https://orcid.org/0000-0002-3019-602X'
repository-code: 'https://github.com/kumiori/mec647/'
url: 'https://irreversible-variational-solvers.readthedocs.io/'
abstract: >-
  To study irreversible evolutionary processes with a
  general energetic notion of stability, three nonlinear
  variational solvers are modular components that address
  mathematical problems that are general enough to apply, in
  principle, to systems with instabilities, jumps, and
  emergence of patterns which is commonplace in diverse
  arenas spanning from quantum to continuum mechanics,
  economy, social sciences, and ecology. Our motivation
  proceeds from fracture mechanics, with the ultimate goal
  of deploying a transparent numerical platform for
  scientific validation and prediction of large scale
  natural fracture phenomena. 
keywords:
  - stability
  - bifurcation
  - irreversibility
  - singular perturbations
  - fracture
license: GPL-3.0