holazt

Here are the instructions to installing Docker CE on Linux Mint 18.1 Serena.

Step1.  `sudo apt-get install apt-transport-https ca-certificates curl software-properties-common`

Step2.  `curl -fsSL https://download.docker.com/linux/ubuntu/gpg | sudo apt-key add -`

The following line in the SOURCE automatically determines the distribution, which is Serena, 
but there are no Linux Mint packages for Docker. You have to change it to the matching Ubuntu distribution. 
FYI Linux Mint Serena is based on Ubuntu 16.04 Xenial.

MatsuuraKentaro

library(rstan)
library(doParallel)

replica.exchange.mcmc <- function (inv_T, n_ex, stanmodel, data, par_list, init, iter, warmup) {
  n_rep <- length(inv_T)
  len <- iter - warmup
  n_param <- sum(unlist(lapply(par_list, prod))) + 2  # number of parameters included E and lp__
  ms_T1 <- matrix(0, len*n_ex, n_param)               # MCMC samples at inv_T=1
  idx_tbl <- matrix(0, n_ex, n_rep)                   # index table of (exchange time, replica)
  E_tbl   <- matrix(0, n_ex, n_rep)                   # E table along idx_tbl

lukas-h

Markdown License badges

Collection of License badges for your Project's README file.
This list includes the most common open source and open data licenses.
Easily copy and paste the code under the badges into your Markdown files.

Notes

• The badges do not fully replace the license informations for your projects, they are only emblems for the README, that the user can see the License at first glance.

Translations: (No guarantee that the translations are up-to-date)

• 🇫🇷 Cette liste en français

Akiyah

jibanyan_equation <- function(x,y) {
  min(max(min(1-(x/108)^2-(y/94)^2,y),min(1-((abs(x)-119)/103)^2-((y-56)/86)^2,1-((abs(x)-15)/77)^2-((y-119)/100)^2),1-((abs(x)-42)/66)^2-(y/55)^2,min(55+y,51-abs(x),-y)),3*abs(y-100)-2*(x-75)) * 
  min(min(max(min(1-(x/106)^2-(y/92)^2,y),min(1-((abs(x)-119)/101)^2-((y-56)/84)^2,((abs(x)-99)/40)^2+((y-54)/86)^2-1,92-abs(x)),1-((abs(x)-42)/64)^2-(y/53)^2),min(((abs(x)-52)/26)^2+((y+28)/26)^2-1,((abs(x)-51)/13)^2+(y/13)^2-1,max(abs(x)-51,y))),abs(x/51+10/51*sin(abs(y/61.2)^(1.2)*pi*(7/2)))^(2/3)+abs(y/61.2)^(2/3)-1) *
  min(1-(x/32)^2-((y+30)/32)^2,1-((abs(x)+5)/22)^2-((y-18)/22)^2) *
  min(1-((abs(x)-18)/20)^2-((y+10)/20)^2,((abs(x)-20)/22)^2+((y+7)/20)^2-1) *
  (1-((abs(x)-51)/11)^2-(y/11)^2)
}

x <- seq(-150, 150, length=400)
z <- outer(x,x, Vectorize(jibanyan_equation))