Maze Generation: Growing Tree algorithm. # An implementation of the "Growing Tree" algorithm.
This one is # notable for it's ability to become nearly identical to Prim's # algorithm, or the Recursive Backtracking algorithm, depending on # how the cells are removed from the list that aggregates as the # algorithm runs. # This script allows you to play with those settings by specifying # the mode after the width and height parameters, as "random" (pull # the cell from list at random), "newest" (pull the newest cell), # "middle" (pull the cell from the middle of the list), "oldest" # (pull the oldest cell), or a combination of any of these, e.g # ruby growing-tree.rb 10 10 newest:50,random:50 # That would select the newest cell half of the time, and a random # cell the other half of the time. . # commands as well, to be chosen in order, by separating them with # semicolons; each subcommand may then be a comma-delimited list of # options to select randomly: # ruby growing-tree.rb 10 10 "newest;newest;oldest,middle" # see what you get!
Where can i find the lyrics to the plaza sesamo theme song. 1. Numbers. Now that you've gotten everything setup , let's write a program!
Open up your favorite text editor and type in the following: puts 1 + 2 Save your program (yes, that's a program!) As calc.rb (the is what we usually put at the end of programs written in Ruby). Now run your program by typing ruby calc.rb into your command line. Introduction to puts So what's going on in that program? Puts 3 puts simply writes onto the screen whatever comes after it.
Integer and Float In most programming languages (and Ruby is no exception) numbers without decimal points are called integers , and numbers with decimal points are usually called floating-point numbers , or more simply, floats Here are some integers: And here are some floats: In practice, most programs don't use floats; only integers. Simple Arithmetic So far, we've got all the makings of a simple calculator.
Puts 1.0 + 2.0 puts 2.0 * 3.0 puts 5.0 - 8.0 puts 9.0 / 2.0. Ruby Tutorial with Code Samples. Easy Computer Programming. We'll be programming in the Perl programming language because it's very easy to use and free.
Also, you can easily integrate it with the internet, etc. So, you'll need a 'Perl Interpreter' to understand the code you type. Get ActivePerl (a Perl interpreter) here: click download, enter fake name, etcIf using windows download the MSI, if it doesn't work download the AS package instead. once downloaded, install it (just double click it, then use all the default options in the install). Creating Wizard Dialogs with Java Swing. Hello Ruby on Rails world. There is a newer version of this article updated for Rails 3 To some people Rails have a fairly high learning curve.
And certainly, it’s somewhat higher than, say, PHP. However, in the longer run learning Rails definitely pays off. This is a step by step tutorial to getting over the first hurdle: Creating a “hello world” application in Ruby on Rails. It works in Rails 1.0 assuming you have ruby and rails already installed and working on your system: rails hello cd hello ruby script\generate controller hello Create a file called index.rhtml in app/views/hello, containing “Hello world”. ruby script\server Navigate to in your browser and be greeted with your friendly application: “Hello world” PS: is a lot prettier “Hello world”-ish page.
Young Developer Learning Path. Ninite Easy PC Setup - Silent Unattended Install Multiple Programs At Once. What is a Turing machine? © Copyright B.J.
Copeland, July 2000 Turing first described the Turing machine in an article published in 1936, 'On Computable Numbers, with an Application to the Entscheidungsproblem', which appeared in Proceedings of the London Mathematical Society (Series 2, volume 42 (1936-37), pp. 230-265). The head and the tape A Turing machine is an idealised computing device consisting of a read/write head (or 'scanner') with a paper tape passing through it. The tape is divided into squares, each square bearing a single symbol--'0' or '1', for example. The input that is inscribed on the tape before the computation starts must consist of a finite number of symbols.