What we are going to do in this post, is to build a random number generator. As you might know that Javascript provides Math.random(), but the problem for Math.random() is you cannot control it, what we actully want is a number generator which can provide the same sequence of random numbers. Imaging we have a game, everytime we start the game it will genarte

[5,7,9,8,1,3....]

Second times, it runs the game, it produce the same output: [5,7,9,8,1,3....]. This kind of number generator is called: Linear congruential generator

We are going to use 'crocks/State' to coding it:

const log = require('./lib/log');

const State = require('crocks/State');
const B = require('crocks/combinators/composeB');
const K = require('crocks/combinators/constant');
const prop = require('crocks/Maybe/prop');
const option = require('crocks/pointfree/option');
const {modify, get} = State;
const assign = require('crocks/helpers/assign'); // pluckSeed :: Integer -> Object -> Integer
const pluckSeed =
def => B(option(def), prop('seed')) // rando : Integer -> State Object Float
const rando = x => {
const seed = (1103515245 * x + 12345) & 0x7fffffff
const value = (seed >>> 16) / 0x7fff; return modify(assign({seed})) // update the seed Pair(_, seed)
.map(K(value)); // update the value Pair(value, seed)
} // pullRandom :: Integer -> State Object Float
const pullRandom =
defSeed => get(pluckSeed(defSeed)).chain(rando); // limitIndx :: Integer -> Float -> Integer
const limitIndx = len => x => (x * len) | 0; const seed = 76;
log(
State.of(seed)
.chain(pullRandom) // 'Pair( 0.13864558854945525, { seed: 297746555 } )'
.map(limitIndx(52)) // 'Pair( 7, { seed: 297746555 } )'
.runWith({seed: 10})
);

Let's explain some operator a little bit:

const B = require('crocks/combinators/composeB');

'composeB', the same as 'compose' read from right to left, the only difference is it only accepts two functions! no more no less.

// pluckSeed :: Integer -> Object -> Integer
const pluckSeed =
def => B(option(def), prop('seed'))

'pluckSeed', we use 'prop' from 'Maybe', to get value from Maybe, we need to use 'option', if Maybe returns Nothing, then we use the default value from 'option(def)'.

const State = require('crocks/State');
const {modify, get} = State; // rando : Integer -> State Object Float
const rando = x => {
const seed = (1103515245 * x + 12345) & 0x7fffffff
const value = (seed >>> 16) / 0x7fff; return modify(assign({seed})) // update the seed Pair(_, seed)
.map(K(value)); // update the value Pair(value, seed)
}

'modify' it a constructor' method for 'State' moand, the State monad is constructed by Pair moand:

State(Pair(a, s))

On the left side, 'a' is the new state which come from 's' after mapping to some function. 's' is the origianl state.

When you call 'modify', it is actually modifying the right side 's':

modify(assign({seed})) // update the seed Pair(_, seed)

When you call .map(fn), it is change the value on the left side of Pair:

    return modify(assign({seed})) // update the seed Pair(_, seed)
.map(constant(value)); // update the value Pair(value, seed)

[Functional Programming] Build a Linear congruential generator的更多相关文章

  1. LCG(linear congruential generator): 一种简单的随机数生成算法

    目录 LCG算法 python 实现 LCG算法 LCG(linear congruential generator)线性同余算法,是一个古老的产生随机数的算法.由以下参数组成: 参数 m a c X ...

  2. Beginning Scala study note(4) Functional Programming in Scala

    1. Functional programming treats computation as the evaluation of mathematical and avoids state and ...

  3. a primary example for Functional programming in javascript

    background In pursuit of a real-world application, let’s say we need an e-commerce web applicationfo ...

  4. BETTER SUPPORT FOR FUNCTIONAL PROGRAMMING IN ANGULAR 2

    In this blog post I will talk about the changes coming in Angular 2 that will improve its support fo ...

  5. Monad (functional programming)

    In functional programming, a monad is a design pattern that defines how functions, actions, inputs, ...

  6. Functional Programming without Lambda - Part 2 Lifting, Functor, Monad

    Lifting Now, let's review map from another perspective. map :: (T -> R) -> [T] -> [R] accep ...

  7. Functional Programming without Lambda - Part 1 Functional Composition

    Functions in Java Prior to the introduction of Lambda Expressions feature in version 8, Java had lon ...

  8. Functional programming

    In computer science, functional programming is a programming paradigm, a style of building the struc ...

  9. Java 中的函数式编程(Functional Programming):Lambda 初识

    Java 8 发布带来的一个主要特性就是对函数式编程的支持. 而 Lambda 表达式就是一个新的并且很重要的一个概念. 它提供了一个简单并且很简洁的编码方式. 首先从几个简单的 Lambda 表达式 ...

随机推荐

  1. 解决同伴收获&解决同伴问题补分博客

    解决同伴问题 要求: 查看同组同学的课堂笔记,尝试解决同伴的问题,格式如下: 我的同组同学是XXXX学号XXXX同学 同组同学的问题是XXXX 我理解他的意思是XXXX 他的问题我有一个小建议是XXX ...

  2. LeetCode:删除排序数组中的重复项 (Remove Duplicates from Sorted Array)

    public class RemoveDuplicates { /** * 修改数组,使数组有序不重复.超出长度不考虑. * @param 排序数组 * @return 数组不重复数的个数 */ pu ...

  3. 【POJ】1835:宇航员【模拟】【三维行走】

    宇航员 Time Limit: 2000MS   Memory Limit: 30000K Total Submissions: 7228   Accepted: 3050 Description 问 ...

  4. JAVA读入挂

    队友扒的uwi的读入挂,非常强,再也不用担心java比C++慢了-- import java.util.*; import java.math.*; import java.io.ByteArrayI ...

  5. jmeter用BeanShell调用jar包对HTTP请求中的参数进行MD5加密

    前提: eclipse.JDK.Jmeter 说明: 本文分为两部分进行配置说明 第一部分:编写JavaMD5加密脚本 第二部分:使用Jmeter的BeanShell进行验证 ************ ...

  6. linux_jdk_mysql_tomcat

    1 linux下安装jdk的步骤: 0. 查找原有的jdk: rpm -qa | grep java 删除原有的jdk: rpm -e --nodeps java-1.7.0-openjdk-1.7. ...

  7. Redis在Windows+linux平台下的安装配置(转)

    window平台Redis安装 下载地址: http://code.google.com/p/servicestack/wiki/RedisWindowsDownload Redis文件夹有以下几个文 ...

  8. 74HC125 74HCT125 74LV125 74LVC125

    74HC125; 74HCT125Quad buffer/line driver; 3-state The 74HC125; 74HCT125 is a quad buffer/line driver ...

  9. mysqld 多线程 用pstree -p 显示

    http://blog.chinaunix.net/uid-22566367-id-3751084.html http://blog.csdn.net/fly2nn/article/details/6 ...

  10. 【windows socket+HTTPserverclient】

    Windows Socket+HTTPserverclient      Winsock是 Windows下套接字标准.                 1.HTTP协议:          HTTP ...