ericneiva's Stars
MakieOrg/Makie.jl
Interactive data visualizations and plotting in Julia
nschloe/meshio
:spider_web: input/output for many mesh formats
riggraz/no-style-please
A (nearly) no-CSS, fast, minimalist Jekyll theme.
pybamm-team/PyBaMM
Fast and flexible physics-based battery models in Python
gridap/Gridap.jl
Grid-based approximation of partial differential equations in Julia
JuliaDiff/Diffractor.jl
Next-generation AD
JuliaInterop/CxxWrap.jl
Package to make C++ libraries available in Julia
JuliaPackaging/BinaryBuilder.jl
Binary Dependency Builder for Julia
MakieOrg/BeautifulMakie
Web page with basic examples showing how to use makie in julia
JuliaPackaging/Yggdrasil
Collection of builder repositories for BinaryBuilder.jl
fverdugo/PartitionedArrays.jl
Large-scale, distributed, sparse linear algebra in Julia.
gridap/GridapDistributed.jl
Parallel distributed-memory version of Gridap
Kolaru/MathTeXEngine.jl
A latex math mode engine in pure Julia.
JeffreySarnoff/ArbNumerics.jl
extended precision math, accurate and performant
kailaix/AdFem.jl
Innovative, efficient, and computational-graph-based finite element simulator for inverse modeling
ablaom/HelloJulia.jl
algoim/algoim
Algorithms for implicitly defined geometry, level set methods, and Voronoi implicit interface methods
adamantine-sim/adamantine
Software to simulate heat transfer for additive manufacturing
gridap/GridapMakie.jl
Makie plotting recipes for Gridap
gridap/MiniQhull.jl
A small Julia wrapper of the Qhull library
GalerkinToolkit/GalerkinToolkit.jl
FEM toolbox with automatic code generation, HPC support, and more.
andreasnoack/FastPolynomialRoots.jl
Fast and backward stable computation of roots of polynomials in Julia
gridap/STLCutters.jl
agussomacal/ROMHighContrast
We consider a parametric elliptic PDE with a scalar piecewise constant diffusion coefficient taking arbitrary positive values on fixed subdomains. This problem is not uniformly elliptic, as the contrast can be arbitrarily high, contrarily to the Uniform Ellipticity Assumption (UEA) that is commonly made on parametric elliptic PDEs. We construct reduced model spaces that approximate uniformly well all solutions with estimates in relative error that are independent of the contrast level. These estimates are sub-exponential in the reduced model dimension, yet exhibiting the curse of dimensionality as the number of subdomains grows. Similar estimates are obtained for the Galerkin projection, as well as for the state estimation and parameter estimation inverse problems. A key ingredient in our construction and analysis is the study of the convergence towards limit solutions of stiff problems when diffusion tends to infinity in certain domains.
bifurcationkit/GridapBifurcationKit.jl
Allow to use BifurcationKit.jl with Gridap.jl
torressancheza/ias
Interacting Active Surfaces
georgexxu/ProgrammingAssignment
HMegh/QuadratureOnImplicitRegions.jl
An implementation of the ALGOIM quadrature method on implicitly defined regions.
maguerrap/CEMRACS2023
oriolcg/GridapODEsTests.jl