dstahlke

using Graphs
using PicoSAT

function optimal_coloring(g::SimpleGraph{T})::Graphs.Coloring{T} where {T <: Integer}
    # FIXME which is faster: maximum clique or maximal clique?
    max_clique = argmax(length, maximal_cliques(g))
    #max_clique = independent_set(complement(g), DegreeIndependentSet())
    #@show max_clique
    for χ in length(max_clique):nv(g)
        #println("Trying χ=$χ")

dstahlke

using Primes
using StatsBase
using InteractiveViz
using GLMakie

function run(L, turns, zoom)
    function xy_to_grid(x, y)
        return round(Integer, L/2 + x*zoom), round(Integer, L/2 + y*zoom)
    end

dstahlke

// Linux driver for B&K Precision 393 multimeter.
// g++ -Wall -Wextra -std=c++11 -o bk393 bk393.cc
// It currently points to /dev/ttyUSB0, but I'd recommend adding a udev rule to get a consistent device name:
// SUBSYSTEMS=="usb", ATTRS{idVendor}=="0403", ATTRS{idProduct}=="6001", ATTRS{serial}=="A60198LN", MODE="0664", GROUP="mygroup", SYMLINK+="bk393"

#include <boost/utility.hpp>

#include <array>
#include <iomanip>
#include <cstdio>

dstahlke

# Compute the Lovasz, Schrijver, and Szegedy numbers for graphs.
#
# A graph with 32 vertices takes under one second, so it's not the fastest.
# Probably the specialized code for Lovasz number from
#   http://dollar.biz.uiowa.edu/~sburer/pmwiki/pmwiki.php%3Fn=Main.SDPLR%3Faction=logout.html
# would be much faster (I haven't tried it).

# Copyright (c) 2013 Daniel Stahlke (dan@stahlke.org)
#
# Permission is hereby granted, free of charge, to any person obtaining a copy

dstahlke

# NOTE: this is just a proof of concept and breaks when, for example, you have
# parenthesis inside a quotation.  I'm still trying to find the easiest way to
# handle this properly.  Suggestions are welcome.
#
# An IPython extension for transparent use of joblib.
# To use, type something like this in IPython:
#   [ x*2 parfor x in range(10) ]
# To use custom options, type this at the IPython prompt:
#   _parfor = joblib.Parallel(n_jobs=-1, verbose=5)
#