diff --git a/ElectromagneticScattering/README.md b/ElectromagneticScattering/README.md
index 9839e3caa4ffa0c2b3b1856647c60359a6d5ee0d..25d2e8c5ec3475837d29cf5e7d726047721514f8 100644
--- a/ElectromagneticScattering/README.md
+++ b/ElectromagneticScattering/README.md
@@ -2,7 +2,7 @@ A Onelab model for 3D scattering problems in nanophotonics.
## Synopsis
-This project contains a [Onelab](http://onelab.info/wiki/ONELAB) model for solving various 3D electromagnetic problems on an isolated arbitrary object:
+This project contains a [Onelab](https://onelab.info) model for solving various 3D electromagnetic problems on an isolated arbitrary object:
* T-matrix computation [1]
* Quasi-normal modes
* Plane wave response
@@ -19,8 +19,8 @@ It contains various usefull features in electromag:
## Installation
This model requires the following programs:
-* [gmsh](http://www.gmsh.info/)
-* [getdp](http://www.getdp.info/) compiled with python support (see below)
+* [gmsh](https://gmsh.info)
+* [getdp](https://getdp.info) compiled with python support (see below)
* python (>3.5.x) with numpy, scipy and matplotlib
## Running the model
@@ -45,4 +45,3 @@ To enable python support (Python[] function) in GetDP, follow [these instruction
* For python versions installed through anaconda in some environment (e.g. env py36 below), a common location is:
* `/somepath/anaconda3/envs/py36/lib/libpython3.6m.so`
* `/somepath/anaconda3/envs/py36/include/python3.6m`
-
diff --git a/GetDDM/README.txt b/GetDDM/README.txt
index f007dc08b2d8bd17ba2d9675c3ffce52cbc96180..1fb1dc7c286f90c030dd9771413ae1927b4c505e 100644
--- a/GetDDM/README.txt
+++ b/GetDDM/README.txt
@@ -4,7 +4,7 @@ Optimized Schwarz domain decomposition methods for time-harmonic wave problems
B. Thierry, A.Vion, S. Tournier, M. El Bouajaji, D. Colignon, N. Marsic,
X. Antoine, C. Geuzaine. GetDDM: an Open Framework for Testing Optimized Schwarz
Methods for Time-Harmonic Wave Problems. Computer Physics Communications 203,
-309-330, 2016. http://onelab.info/GetDDM
+309-330, 2016. https://onelab.info/GetDDM
This work was funded in part by the Belgian Science Policy (IAP P6/21 and
P7/02), the Belgian French Community (ARC 09/14-02), the Walloon Region (WIST3
@@ -68,4 +68,3 @@ the SLURM or PBS job schedulers are also provided:
run_slurm.sh
run_pbs.sh
-
diff --git a/HomogenisationLaminations/srm/.DS_Store b/HomogenisationLaminations/srm/.DS_Store
index 73647d214b11fe0a0a352f307e8a4f578d5c9f6f..bffd9668c950d9a91708305bb6d5e9cdcd18bb51 100644
Binary files a/HomogenisationLaminations/srm/.DS_Store and b/HomogenisationLaminations/srm/.DS_Store differ
diff --git a/NonLinearEVP/README.txt b/NonLinearEVP/README.txt
index 4c9bd38d7a4f8367935d702d58fb2ca1b2b3dad5..68d5a8f44d17e72b5a9aaad100f7bd8004e106b7 100644
--- a/NonLinearEVP/README.txt
+++ b/NonLinearEVP/README.txt
@@ -1,6 +1,6 @@
A demo of non-linear eigenvalue problems in ONELAB/Gmsh/GetDP.
-This model computes one selected eigenfrequency of a grating made of a
+This model computes one selected eigenfrequency of a grating made of a
frequency-dispersive material. Five different formulations are given,
calling the polynomial and (rational) non-linear solvers of the SLEPc library
thanks to the unified Eig operator.
@@ -8,7 +8,7 @@ thanks to the unified Eig operator.
Quick start
-----------
-1- Download a recent ONELAB version from http://onelab.info/
+1- Download a recent ONELAB version from https://onelab.info/
2- Open `NonLinearEVP.pro' with Gmsh
3- Click `Run' in Gmsh
@@ -25,12 +25,12 @@ Documentation
- Some documentation about the new features for non-linear EVPs is available here:
https://arxiv.org/abs/1802.02363
-- General GetDP documentation: http://getdp.info//doc/texinfo/getdp.html
-- General Gmsh documentation: http://gmsh.info//doc/texinfo/gmsh.html
+- General GetDP documentation: https://getdp.info/doc/texinfo/getdp.html
+- General Gmsh documentation: https://gmsh.info/doc/texinfo/gmsh.html
Additional info
---------------
-By default, this model outputs the eigenvalue targeted in the convergence test
+By default, this model outputs the eigenvalue targeted in the convergence test
of the above reference, with the "Rational Non-Linear Eigenvalue Problem"
(NEP) SLEPc solver.