fabianp

import numpy as np


def lse(A, b, B, d):
    """
    Equality-contrained least squares.

    The following algorithm minimizes ||Ax - b|| subject to the
    constrain Bx = d.

defrex

def pretty_request(request):
    headers = ''
    for header, value in request.META.items():
        if not header.startswith('HTTP'):
            continue
        header = '-'.join([h.capitalize() for h in header[5:].lower().split('_')])
        headers += '{}: {}\n'.format(header, value)

    return (

alfredodeza

import logging
import threading
import os
import subprocess

logging.basicConfig(format='%(levelname)s:%(message)s', level=logging.INFO)


class LogPipe(threading.Thread):

dvdbng

mkdir ~/vim
cd ~/vim

# Staically linked vim version compiled from https://github.com/ericpruitt/static-vim
# Compiled on Jul 20 2017
curl 'https://s3.amazonaws.com/bengoa/vim-static.tar.gz' | tar -xz

export VIMRUNTIME="$HOME/vim/runtime"
export PATH="$HOME/vim:$PATH"
cd -