tomasaschan

tomasaschan

using Base.Test

nonfatal_handler(r::Test.Success) = Test.default_handler(r)
function nonfatal_handler(r::Test.Failure) 
	print_with_color(:red, "Test FAILED: $(r.expr)")
	println()
end
function nonfatal_handler(r::Test.Error)
	print_with_color(:red, "ERROR during test: $(r.expr)")
	println()

tomasaschan

{
 "metadata": {
  "language": "Julia",
  "name": "A more thorough look at Julia's \"double colon\" syntax"
 },
 "nbformat": 3,
 "nbformat_minor": 0,
 "worksheets": [
  {
   "cells": [

tomasaschan

using PyPlot, Grid, DataFrames

# This reads a dataframe from a file with each row consisting of three values: R Z psi
# The data is column major, i.e. if you look at the first few rows they all have the same
# R value, but vary in Z
fielddata = readtable("psifield.txt"; separator=' ')

uniqr, uniqz = sort(unique(fielddata[:R])), sort(unique(fielddata[:Z]))
Nr, Nz = length(uniqr), length(uniqz)

tomasaschan

Rs =[4.04,4.108125,4.17625,4.244375,4.3125,4.380625,4.44875,4.516875,4.585,4.653125,4.7212499999999995,4.789375,4.8575,4.925625,4.99375,5.061875000000001,5.130000000000001,5.198125,5.26625,5.334375,5.4025,5.470625,5.53875,5.6068750000000005,5.675000000000001,5.743125,5.81125,5.879375,5.9475,6.015625,6.08375,6.151875,6.220000000000001,6.288125,6.35625,6.4243749999999995,6.492500000000001,6.560625,6.62875,6.696875,6.765000000000001,6.833125000000001,6.90125,6.969374999999999,7.0375000000000005,7.105625,7.17375,7.241875,7.3100000000000005,7.378125000000001,7.44625,7.514375,7.5825000000000005,7.650625000000001,7.71875,7.786875,7.855,7.923125000000001,7.991250000000001,8.059375000000001,8.1275,8.195625,8.263750000000002,8.331875,8.4];
Zs = [-4.6,-4.531407407407407,-4.462814814814815,-4.394222222222222,-4.325629629629629,-4.257037037037036,-4.188444444444444,-4.119851851851852,-4.051259259259259,-3.9826666666666664,-3.9140740740740734,-3.8454814814814813,-3.7768888888888883,-3.7082962962962958,-3.6397037037037028,-

tomasaschan

function bench(N)
    Base.vecnorm(rand(N,N),Inf)
    maximum(abs(rand(N,N)))
    Base.maxabs(rand(N,N))
    
    if N < 100
        @time for i in 1:100; Base.vecnorm(rand(N,N),Inf); end
        @time for i in 1:100; maximum(abs(rand(N,N))); end
        @time for i in 1:100; Base.maxabs(rand(N,N)); end
    elseif N < 1000

tomasaschan

module Baz

import Foo: bar

export Qux, bar

type Qux
    x
end

tomasaschan

Keybase proof

I hereby claim:

• I am tlycken on github.
• I am tlycken (https://keybase.io/tlycken) on keybase.
• I have a public key whose fingerprint is D801 A484 96E4 0E26 CBCB 9C47 4D61 9C56 C46D A571

To claim this, I am signing this object:

tomasaschan

    public static class WebApiConfig
    {
        public static void Configure(HttpConfiguration config)
        {
            var container = new WindsorContainer()
                // These two are extension methods from our project
                // They just set up our DI container and register all our services
                .ConfigureForWebApi()
                .ConfigureForAuditLogging();

tomasaschan

julia> macro maketype(name)
           println(name, " <: ", typeof(name))
           q = quote
               immutable $name
                   v
               end
               $name(a,b) = $name(a + b)
           end
           println(q)
           q