| # Usage: powershell ExportSchema.ps1 "SERVERNAME" "DATABASE" "C:\<YourOutputPath>" | |
| # Start Script | |
| Set-ExecutionPolicy RemoteSigned | |
| # Set-ExecutionPolicy -ExecutionPolicy:Unrestricted -Scope:LocalMachine | |
| function GenerateDBScript([string]$serverName, [string]$dbname, [string]$scriptpath) | |
| { | |
| [System.Reflection.Assembly]::LoadWithPartialName("Microsoft.SqlServer.SMO") | Out-Null |
| class Rational(x: Int, y: Int) { | |
| require(y != 0, "denominator must be non zero") | |
| def this(x: Int) = this(x, 1) | |
| private def gcd(a: Int, b: Int): Int = if (b == 0) a else gcd(b, a % b) | |
| private val g = gcd(x, y) |
| // sqrt(x) = y = x / y | |
| // sqrt(x) -> fixed point of function (y => x/y) | |
| // with damping => sqrt(x) = ( y = (((y + x) / y) / 2) (1.0) | |
| // def sqrt(x : Double) = fixedPoint(y => ((y + x) / 2)) (1.0) | |
| import math.abs | |
| val tolerance = 0.0001 | |
| def isCloseEnough(a: Double, b: Double): Boolean = { | |
| abs((a - b) / a) / a < tolerance |
| def product(func: Int => Int)(a: Int, b: Int): Int = { | |
| if (a > b) | |
| 1 | |
| else | |
| func(a) * product(func)(a + 1, b) | |
| } | |
| product((x) => (x + x))(1, 3) | |
| def fact(a: Int): Int = { |
| def inputFile = new File("org_chart.in") | |
| def outputFile = new File("org_chart_.out") | |
| outputFile.delete() | |
| int lineCount = 0 | |
| def orgCharts = [] | |
| inputFile.eachLine { line -> | |
| def orgChart = [:] | |
| def employees = [:] |
| /* | |
| * Simple Arithmetics Grammar | |
| * ========================== | |
| * | |
| * Accepts expressions like "2 * (3 + 4)" and computes their value. | |
| */ | |
| { | |
| function combine(first, rest, combiners) { | |
| var result = first, i; |
| // Node.js CheatSheet. | |
| // Download the Node.js source code or a pre-built installer for your platform, and start developing today. | |
| // Download: http://nodejs.org/download/ | |
| // More: http://nodejs.org/api/all.html | |
| // 0. Synopsis. | |
| // http://nodejs.org/api/synopsis.html |
| start | |
| = any | |
| any | |
| = multiplicative | |
| / divisive | |
| / power | |
| / additive | |
| / subtractive | |
| / primary |
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