Results for: "Array.new"

Iterates over each character of each file in ARGF.

This method allows you to treat the files supplied on the command line as a single file consisting of the concatenation of each named file. After the last character of the first file has been returned, the first character of the second file is returned. The ARGF.filename method can be used to determine the name of the file in which the current character appears.

If no block is given, an enumerator is returned instead.

Return the accept character set for all new CGI instances.

Set the accept character set for all new CGI instances.

The encoded :quote_char used in parsing and writing. See CSV::new for details.

The regex marking a line as a comment. See CSV::new for details.

No documentation available

Returns the encoding of the internal IO object.

No documentation available
No documentation available

Serialization support for the object returned by _getobj_.

Reinitializes delegation from a serialized object.

Can be used to set eoutvar as described in ERB::new. It’s probably easier to just use the constructor though, since calling this method requires the setup of an ERB compiler object.

Set an error (a protected method).

Return the appropriate error message in POSIX-defined format. If no error has occurred, returns nil.

Returns a string for DNS reverse lookup compatible with RFC3172.

Creates a Range object for the network address.

Returns the names of the binding’s local variables as symbols.

def foo
  a = 1
  2.times do |n|
    binding.local_variables #=> [:a, :n]
  end
end

This method is the short version of the following code:

binding.eval("local_variables")
No documentation available

Returns range or nil

Returns true if this is a lower triangular matrix.

No documentation available

Returns true if this is an upper triangular matrix.

Hadamard product

Matrix[[1,2], [3,4]].hadamard_product(Matrix[[1,2], [3,2]])
  => 1  4
     9  8

Private. Use Matrix#determinant

Returns the determinant of the matrix, using Bareiss’ multistep integer-preserving gaussian elimination. It has the same computational cost order O(n^3) as standard Gaussian elimination. Intermediate results are fraction free and of lower complexity. A matrix of Integers will have thus intermediate results that are also Integers, with smaller bignums (if any), while a matrix of Float will usually have intermediate results with better precision.

No documentation available
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