rubik

import numpy as np
import pymc3 as pm
import theano as t

train_new = np.load('train_new.npy')
targets = np.load('y.npy')
X = t.shared(train_new)
features = list(map(str, range(train_new.shape[1])))

with pm.Model() as logistic_model:

rubik

Keybase proof

I hereby claim:

• I am rubik on github.
• I am rubik (https://keybase.io/rubik) on keybase.
• I have a public key ASAdcueU55alkZqzJ-Ha8dhGYEK3Uqy_ySm5OWVU6WtsOQo

To claim this, I am signing this object:

rubik

rubik

Studying for a Tech Interview Sucks, so Here's a Cheat Sheet to Help

This list is meant to be both a quick guide and reference for further research into these topics. It's basically a summary of that comp sci course you never took or forgot about, so there's no way it can cover everything in depth.

Data Structure Basics

Array

Definition:

rubik

[%LetsPlan.Vote{__meta__: #Ecto.Schema.Metadata<:loaded>,
  availabilities: [%LetsPlan.Availability{__meta__: #Ecto.Schema.Metadata<:loaded>,
    from: #Ecto.Date<2016-03-26>, id: "9b7ec626-5c58-4194-9925-535b8af597e4",
    to: #Ecto.Date<2016-03-28>},
   %LetsPlan.Availability{__meta__: #Ecto.Schema.Metadata<:loaded>,
    from: #Ecto.Date<2016-03-30>, id: "26714a0b-ce51-4471-9214-13fcf0cae8ea",
    to: #Ecto.Date<2016-03-31>}],
  event: #Ecto.Association.NotLoaded<association :event is not loaded>,
  event_id: 1, id: 4, inserted_at: #Ecto.DateTime<2016-03-26T19:47:03Z>,
  name: "mic (again!)", updated_at: #Ecto.DateTime<2016-03-26T19:47:03Z>},

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test/Spec.hs:57:44:
    Couldn't match type ‘m’ with ‘Pipes.Safe.SafeT IO’
      ‘m’ is a rigid type variable bound by
          the type signature for
            shouldReturnP :: (MonadIO m, MonadSafe m) =>
                             IO (Producer FilePath m ()) -> [FilePath] -> Expectation
          at test/Spec.hs:53:18
    Expected type: Producer FilePath (Pipes.Safe.SafeT IO) ()
      Actual type: Producer FilePath m ()
    Relevant bindings include

rubik

group: esempio alberghi

Cliente = { CodC, NomeC
  1, Mario
  2, Giuseppe
  3, Laura
  4, Angela
}

Albergo = { CodA, NomeA, Comune, NumStelle:number

rubik

*.aux
*.fdb_latexmk
*.pdf
*.log
*.fls

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module Main
    where


perfectSquares :: [Int]
perfectSquares = map (^2) [1..100]

divisors :: Int -> [(Int, Int)]
divisors n = [ (i, div n i) | i <- [1..floor $ sqrt $ fromIntegral n]
             , mod n i == 0]

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module Main
    where

import System.Environment (getArgs)
import Data.List (transpose, sort, groupBy)
import Math.Sieve.Factor (factor, sieve)


-- The Thue-Morse sequence
thueMorse :: [Int]