Recs.
Updated
Ruby is a dynamic, open source programming language with a focus on simplicity and productivity.
SpecsUpdate
Pros
Pro Clean syntax
Ruby has a very clean syntax that makes code easier to both read and write than more traditional Object Oriented languages, such as Java. For beginning programmers, this means the focus is on the meaning of the program, where it should be, rather than trying to figure out the meaning of obscure characters.
presidents = ["Ford", "Carter", "Reagan", "Bush1", "Clinton", "Bush2"]
n = 0
for p in presidents
puts "#{n}: #{p}"
n += 1
end
Pro Essential algorithmic features
The Ruby language is equipped with the necessary features to learn the essence of algorithms.
In online playground environments like ideone.com, measures have been taken to prevent beginners from going astray by restricting the use of external libraries such as Python's NumPy and SymPy.
Even in such constrained Ruby execution environments, the required features for learning algorithms are fully available.
Many of the algorithms that should be learned are documented in the book "Hello Ruby: Adventures in Coding." For example, the cake serving problem in the book leads to topological sorting, which is a graph theory concept useful in project management for creating Gantt charts.
To evaluate the effectiveness of algorithms with a level of complexity comparable to topological sorting,
it is necessary to be able to solve mathematical computation problems up to the high school level easily.
As shown in the table below, using only Ruby's standard library, it is possible to solve high school-level math problems effortlessly.
However, other programming languages may not be able to perform such computations in online playground environments.
To experience the superior performance of algorithms, it is important to challenge oneself by reimplementing good algorithms. Ruby's standard library includes implementations of excellent algorithms. For instance, the algorithm for solving linear equations, which has been widely known since the era of Fortran, is used within the code of SolvingLinearEquations through the "/" operator. Reimplementing code from Ruby's standard library serves as an excellent learning resource with high reusability and efficiency.
The SolvingLinearEquations function mentioned above demonstrates the benefits of duck typing and forced type conversion between objects of different types in arithmetic operations. While Rust also has features like duck typing, the implementation of "forced type conversion" is still far from being realized.
Mathematical Problem Type | Ruby Standard Library | Python Standard Library |
---|---|---|
Long Integer and Fraction | ✓ | ✓ |
Long Integer and Complex Fraction | ✓ | ✖ |
Operations on Matrices with Multiple-Digit Numbers as Coefficients | ✓ | ✖ |
Solution of Integer Coefficient Systems of Equations | ✓ | ✖ |
Solution of Systems of Equations with Long Integer and Complex Fraction Coefficients | ✓ | ✖ |
Solutions of Linear Equations with Real, Fraction, Complex, and Complex Fraction Coefficients | ✓ | ✖ |
# Title: "(1) Cake Serving Procedure Problem"
require 'tsort'
class Hash
include TSort
alias tsort_each_node each_key
def tsort_each_child(node, &block)
fetch(node).each(&block)
end
end
puts 'Tasks'
task_names = {
'A' => 'Arrange the plates.',
'B' => 'Set the spoons.',
'C' => 'Place the birthday cake on the table.',
'D' => 'Spread the tablecloth.'
}
p task_names
puts 'Preceding Tasks'
preceding_tasks = {
'A' => ['D'],
'B' => ['C', 'A'],
'C' => ['A', 'D'],
'D' => []
}
steps = preceding_tasks.strongly_connected_components
puts 'The appropriate steps are as follows:'
steps.each do |task_candidates|
p task_candidates.map { |task| [task, task_names[task]] }
end
p "#(2) Equation Solving Rule"
def SolvingLinearEquations(y, a, b)
x = (y - b) / a
end
p "(2-1) Real Solution", SolvingLinearEquations(1.0, 5, 0.5)
# => 0.1
p "(2-2) Fraction Solution", SolvingLinearEquations(Rational(1, 1), Rational(5, 1), Rational(1, 2))
# => (1/10)
p "(2-3) Imaginary Solution", SolvingLinearEquations(1 + 1i, 5, 1.0 / (2 + 2i))
# => (0.15+0.25i)
p "(2-4) Complex & Fraction Solution", SolvingLinearEquations(Rational(1 + 1i, 1), Rational(5, 1), Rational(1, 2 + 2i))
# => ((3/20)+(1/4)*i)
p "(2-5) Matrix Solution with Large Integers",
SolvingLinearEquations(Matrix[[Rational(1234567890123456789890, 1), Rational(0, 1)]],
Matrix[[Rational(1234567890123456789890, 1), Rational(1234567890123456789890 * 2, 1)],
[Rational(1234567890123456789890, 1), Rational(1234567890123456789890 * 3, 1)]],
Matrix[[Rational(1234567890, 1), Rational(123456789, 1)]] )
# => Matrix[[(3703703670366790122789/1234567890123456789890), (-2469135780244567900789/1234567890123456789890)]]
p "(2-7) Matrix Solution with Large Integers, Complex Numbers, and Fractions",
SolvingLinearEquations(Matrix[[Rational(1234567890123456789890, 1i), Rational(0, 1)]],
Matrix[[Rational(1234567890123456789890, 1), Rational(1234567890123456789890 * 2, 1i)],
[Rational(1234567890123456789890, 1), Rational(1234567890123456789890 * 3, 1i)]],
Matrix[[1234567890, 0 + 1i]] )
# => Matrix[[((-3703703671/1234567890123456789890)-(3/1)*i), ((2469135781/1234567890123456789890)+(2/1)*i)]]
Pro A large ecosystem of tools & libraries
Ruby has a large ecosystem of tools and libraries for just about every use. Such as ORMs (Active Record, DatabMapper), Web Application Frameworks(Rails, Sinatra, Volt), Virtualization Orchestration(docker-api, drelict), CLI tools(Thor, Commando), GUI Frameworks(Shoes, FXRuby) and the list goes on. If you can think of it, there is probably a gem for that ( and if not you can create your own and share with the community).
Pro Widely used
Ruby is one of the most popular languages for developing web sites. As a result, there's an abundant amount of documentation, sample code, and libraries available for learning the language and getting your project up and running. The most popular features are just 'gem install' away. Additionally, it is easier to find Ruby jobs because of this.
Cons
Con Arcane grammar based on Perl
Ruby is too complicated for beginners:
- arcane Perlisms;
- semi-significant whitespace;
- parentheses are not necessary around method arguments, except for sometimes they are;
- control constructs could be elegantly implemented with block like Smalltalk (Instead they're baked into the grammar.);
- verbose block syntax, unless it happens to be the last argument. (proc lambda).
- There are too many exceptional cases and arcane precedence rules.