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--- !ruby/object:RI::ClassDescription 
attributes: 
- !ruby/object:RI::Attribute 
  comment: 
  - !ruby/struct:SM::Flow::P 
    body: The imaginary part of a complex number.
  name: image
  rw: R
- !ruby/object:RI::Attribute 
  comment: 
  - !ruby/struct:SM::Flow::P 
    body: The real part of a complex number.
  name: real
  rw: R
class_methods: 
- !ruby/object:RI::MethodSummary 
  name: new
- !ruby/object:RI::MethodSummary 
  name: new!
- !ruby/object:RI::MethodSummary 
  name: polar
comment: 
- !ruby/struct:SM::Flow::P 
  body: The complex number class. See complex.rb for an overview.
constants: 
- !ruby/object:RI::Constant 
  comment: 
  - !ruby/struct:SM::Flow::P 
    body: <tt>I</tt> is the imaginary number. It exists at point (0,1) on the complex plane.
  name: I
  value: Complex(0,1)
- !ruby/object:RI::Constant 
  comment: 
  name: Unify
  value: "true"
full_name: Complex
includes: []

instance_methods: 
- !ruby/object:RI::MethodSummary 
  name: "%"
- !ruby/object:RI::MethodSummary 
  name: "*"
- !ruby/object:RI::MethodSummary 
  name: "**"
- !ruby/object:RI::MethodSummary 
  name: +
- !ruby/object:RI::MethodSummary 
  name: "-"
- !ruby/object:RI::MethodSummary 
  name: /
- !ruby/object:RI::MethodSummary 
  name: <=>
- !ruby/object:RI::MethodSummary 
  name: ==
- !ruby/object:RI::MethodSummary 
  name: abs
- !ruby/object:RI::MethodSummary 
  name: abs2
- !ruby/object:RI::MethodSummary 
  name: angle
- !ruby/object:RI::MethodSummary 
  name: arg
- !ruby/object:RI::MethodSummary 
  name: coerce
- !ruby/object:RI::MethodSummary 
  name: conj
- !ruby/object:RI::MethodSummary 
  name: conjugate
- !ruby/object:RI::MethodSummary 
  name: denominator
- !ruby/object:RI::MethodSummary 
  name: hash
- !ruby/object:RI::MethodSummary 
  name: inspect
- !ruby/object:RI::MethodSummary 
  name: numerator
- !ruby/object:RI::MethodSummary 
  name: polar
- !ruby/object:RI::MethodSummary 
  name: quo
- !ruby/object:RI::MethodSummary 
  name: to_s
name: Complex
superclass: Numeric