require_relative 'point' require_relative 'point_iso' module Geometry =begin rdoc An object repesenting a {Point} at the origin in N-dimensional space A {PointZero} object is a {Point} that will always compare equal to zero and unequal to everything else, regardless of size. You can think of it as an application of the {http://en.wikipedia.org/wiki/Null_Object_pattern Null Object Pattern}. =end class PointZero def eql?(other) if other.respond_to? :all? other.all? {|e| e.eql? 0} else other == 0 end end alias == eql? def coerce(other) if other.is_a? Numeric [other, 0] elsif other.is_a? Array [other, Array.new(other.size,0)] elsif other.is_a? Vector [other, Vector[*Array.new(other.size,0)]] else [Point[other], Point[Array.new(other.size,0)]] end end def is_a?(klass) (klass == Point) || super end alias :kind_of? :is_a? # This is a hack to get Array#== to work properly. It works on ruby 2.0 and 1.9.3. def to_ary [] end # @group Accessors # @param [Integer] i Index into the {Point}'s elements # @return [Numeric] Element i (starting at 0) def [](i) 0 end # @attribute [r] x # @return [Numeric] X-component def x 0 end # @attribute [r] y # @return [Numeric] Y-component def y 0 end # @attribute [r] z # @return [Numeric] Z-component def z 0 end # @endgroup # @group Arithmetic # @group Unary operators def +@ self end def -@ self end # @endgroup def +(other) case other when Array then other when Numeric Point.iso(other) else Point[other] end end def -(other) if other.is_a? Size -Point[other] elsif other.is_a? Numeric Point.iso(-other) elsif other.respond_to? :-@ -other elsif other.respond_to? :map other.map {|a| -a } end end def *(other) self end def /(other) raise OperationNotDefined unless other.is_a? Numeric raise ZeroDivisionError if 0 == other self end # @endgroup # @group Enumerable # Return the first, or first n, elements (always 0) # @param n [Number] the number of elements to return def first(n=nil) Array.new(n, 0) rescue 0 end # @endgroup end end